Javascript 封装问题

为什么会用这样一个题目呢,这是要说封装的什么问题,本文并不讲高深的封装理论,只是解决一个小问题。

问题来源

今天在百度知道上闲逛,遇到一个网友的问题,问题如下,问题的地址见这里

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Dt/0jBsfeAUxZw3ecTFKI4uxNspwLOfv27E0D43n2EEEIlyG3OBCG57qD4n5WL8zm7gOu77qDwZRVnd/JtXiHHBW5odwII37uPEEKoBLnNmeCG709QsEcG7KAFpyn+KrJd3/0JCp3wOnYn4MRFTlDIKgoRvncfIYRQCXJHHDtAt1f43n2EEEIlCGYChJkAIYQQAGYCpGMmQAghBACYCZCOmQAhhBAA3IJMwBBCCKG7WPg6bMhhJkABUUqLeAAhhFBxhK/DhtwdkwkoJYKUW+Q2NSBKqXhbNyBrM4goCGIxt4FIgiAIgiCKEmX85lfOGZEIZyx3WZQzyjkXCb2+xVNJ9G2ZhHkCIXTXCl+HDbk7IxMQyriiA7i84AbwANgNlbMw9RFKRFGySAE+9lLKVM3weJwANnv4NoAxRiVBsOYSRJJnA7nucAN4bXJxtoHbs19rt9NQbjbLcEZFojptTNN1ymTGKOVckWQ7kyWXTRYkxoubC6gkOzxeAACPR8dhBoTQ3Sp8HTbk7oBMQCi3qdyaenHOqj0jVu7ovSDylyUnDyRLaji6MqWKZri9bnBrSt7FU8oUladejlmx9cC49WcPXxOZynk4GhklXHe5/V8kj0uVrBLjnFFKqGKwy4eX/DVhzbFrhBf+InBFZhlHF3X7tddvv/WbsmTDhQyHxqWbyAVUshKbR77wV0Tj3xafz9BsCmO6zi8d/LNVq37bkx2gWK2kOIMRlDDdm3l07qQBXXsM/H1DvKHKBGMBQuhuFL4OG3K3PRNQxlVOzeeG/DbU9NHgan1Xdpu95osZh3YmSprGBEGyiJJIGWeMEmIRJEGi1PdhVpSsEpUkySJKFlGyiiTv+DQVRckiSBZRsgiSVaSUM0okkcnJsaenLV3ffv3FmHSJEsksZM0oiUR30J0rZ1ao2dr07Mhu+9NEt18fo1QUs9ZlEaTcYX1KBFESSPazgmQNNAKRi0hUtdOLa/8Y1eWHb7/97ps2X3/1Y88Rmy+5wE4FwphoFnRIWdi64r9M5fufyeBOlVPGGGeUiILFYrFarRaLxZo1Gs9VmaXtndm2fdtmHz7xWIXG8+PBq1hyRh2oJFgtFovFYrFa/YYiOCM5T/ieFEjWi2YlblAODq715FNv91idQWVVZlxRmHh2cqvXylX8fF66E1SrheTfqwLvqkRlh3hm5BsPPfzal9926bU8xqZhJkAI3Z3C12FD7nZnAkmismyNPrKi3Du9Sg3asSbTBeB0e2w2hVGmebwuAIdbpYRyTbcBuDx2VWWUMNXlcYJNsTmdAG4AF7gNGyO+T7CcESuRnS4ngAfAA+DyejSVUFlRAYCcXFWvWVtT5/0XqAfA6/E6XAqjlHJZcwM4pdTjJ8+uPHzpfIbElKzPw5RSyhSn1w3gAa8bwOlUGfW1OEUHr8OjK3aPB8AF4Aa7ojASrGtSyUrsQLe0qfrAQ9W/6zV4xLB+PZu/bCr1zq8bLnI7FwWuG14AI+nIjnUHLmRQ7tsGSrmiOXyvqBcAwKkyln3OgwEAcG374ObP112cAl7Zlwk4lQSiu71ZM7kdqiRIjHPOiCApNqfX703yehwKpVQSmRvEQ10av/nh4A0EwK4wQiklhOsA9rhRXz5T+fOpKXZQJWvhQxFUEpkdEqc1evjDMVftAOA18NgBQuhuFb4OG3K3OxPoDg+Ann5mdemP+r82/kQSADgNr12VZVnPPNt//N91f18544Lh0cxnj25r3GNexPqYeNkOJGb8n4vbb41bv2hpo8Fzag2c+8W0XTsyXU4mSZRYmQHG5WmzlzUaMLtG35lv9FvcZsbpBDCSz+xt3/+Pl7tOfPSboabvJ1XuObNG7xlv9Fu37Kqs64Z49dzvYydW6Lek5R+rWo3duTzeynSZU0YpVXSNW2KnTPjr7UFz3h40/53+yyacsDCbpjFGkg7/Mm7NsIOxC6bOqjV4wXsDZndYGxtH7fYgsYBKAjFAOdCx8v3NJ5323RnAOLe03gsPvjnwiB3ckHxgRIf6z1f54NPPP5+w9ZLIdZkRiatulrJ7WqdKlaq89dZb1apU+nLM9nTutCuEUEZEorjI6WUd6j390aJrvkzAGRG5Hfi+4fXefr1qlco1m7RdGO0CO7EKFskG3oSlHT6r8Uqlam99ULdenXc+qNstMsOmWCUd7KdGf/JW7W7b08FriEL20IskSpoL0neOrf1C5V83mAFkSSxsrIASkdng6tzmj3SYnZouEQnPMUQI3b3C12FD7nZmAq4oUuT8KeV/mfxs+1H3fDHkX9+MeTLiz0qdxj0wbPe2JBky977dopep0YgOhx1gS9u9frapWo/qE48dl90gHPuq4yBTy9EPNB/w+MidHSJ+MdUd88GMmFS3bJVUSD/Ta9IUU4Pupg4blh86Nbz/wAdaRx4Cm5R8ed/p2LlLFrz2TW/TL2sm7Tq35di5NUfiY61clmViST0SdX7HzsjmXfuaqk3qdyyDOBWZUK4o1Bo3ZtBQU73Bb084MX/N3EpNuphazRl6wkJ0lcdufPmzAf9oM+w/X02uNXb159+1NzWc0+dAOnMpPOBpjL5MsK/9K//5uN/Oa9RGKHcb4o4eNUu90fOEHdyWhMM7t23aNe3LZ/9dZ9DhDMWlMklSnZB2dPWoNk1HbNuxbcue6Z0rP/Hg5xNPCKpL4YRI3A5q9KrO9Z/KzgSiSFWvsGdYzUcebzJm5Y4NS8d98bTp5RYLo5jT5lZjl31f+c0m/f5Ys3fXtJZP/d9/Phy562iSlYnMAdrR3h+/W7/veiuAIojUf7MVD1iPDPzoxco//J0CoBYaCqgkUB3SFrYs3eaPZKusyiG4GgIhhEqo8HXYkLut4wSc05SkxFNxcevXL3igXv9nBkQuvJh66nz8nri0FFFxpx/45MfBplYTexy3g5F+cMvC/3w4sNb0U2dkFwgnO/QZbWrY/4WZsemcXzuytHTd/s8N2LmX2twOcmz9/Eqf9TT13LHjqgxuwxAyYq9ZBc4Z4x4A6dT6ut91M/U+eEG0Adg9Dt3gvovvueIEYOf7jhll+nDm8NOZzKEwKttkIX7HfNNHgyoMOXTK4QSXdevSv55o0P3JPy5cIapxefubLfuZWk1oGimAcW3Vgj9Nbw9utCzuqm5ogYbL/TJBvQF7M1S3wrnTZjkxs13Vl9vuUMBGJVkFgIzJNct9OeRAhuZWOWWMc2IVRavsAq/LC+Ba/eMrlb+dHmN12hRaIBOYLRbZAfHjXi/zcfcdGS4AAEjZHdGgwlt99gHAqVENH3zpi/WXXADgIivblH5+xCnwyIKgA8Quafl+nR/mRrvBIHmvhZBEGUCK7Ff3vXe67aPgkq3BP/tTInEHyCvaPP1at9WZVFcwEiCE7mLh67Ahd7uPHciqAU527fjK0nX6vTzq0BnDC7pi12TOFXvq/gY/DDS1GP/rMTsYaQc2//2v9wbUnHYySnaBcKJdr5GmT4Z8tUt228jVk2vK1e337OBdu61O8CYvnD79/g97vbMy1SprKqNMVmyqzBkjksgN55WDqz/47ldTjz2HrlGnwsTcswiJhWuQdrrbiBGm92cMPZXJHAqnik4zts8eafp04odz42QnZ7rz8r7ltb7pYfrtYHQmdyRur9a8zz9/nD3mIoA9aeXiWaZ3BzVcHp+kFjMTyLLsVtJ3D6xfqlLH/RrYiNmcyZ0QM6Jq6eaDszIBpYxSqjkhccf45lVM/y7z3CP3mJ7/aX6CxWYEyAQZZskO0trmT1TrvSlJNlSRaqAnruzwydMfT80ASF3y/QsV3xq9NV5iQsrRMbUfrD0lWtGowFwg7Rn51kfVB26zglsW8vR8KgmyE9j+EY0rP996+RU36CTg7ROIaJVdkLDix2plHv3+r8MpVJNv+J8RQgj9Twhfhw25250JKOOGIsQeWv7wR/1e/H3/YWbXiSQSKjHFkX7w0x8HmVqM73ncAfbMkzsX/fvd/jX8M0GjwV/tYLomJR5f9Vjdfs8O2rmLuEG+MGLMZFOd3h+vTjdzRaFEYrKhyzJlhEiK3ZV4aM2H3/5q6r3/eAp1KlTIyQREMjMN0k53HTHC9P70wSczJBtnVJWl1Fm/9zY1m/zh7FjuZJLmvLx32Vu+TGCWHYnbqzX/7Z9t/xp53gNG4opFM03vDm64PP6qVmQmqNt/dyp3yLLhtV+b++WLT77351VwyxaLJZM5Ieb3qqU/H7QvVXZwIjHNrl07Or7RfaanPhm2PhbAuaHTqzXbTr1ocdoUKolU9/IzKzrWe6rOwiRwkbQM7oHoSRUeqhAReVVRVYFooF5Z3vGTZxtMTwaAtK2/NXr1wXtKPfLYIw8++NDTv65XVYVIguwC8eC496qU77Tkkgf0/OMEguwCsmdYgwrlv1px2RMsE/hIgqg4LYvbPF+rzwYLw3EChNBdLXwdNuRufyaQbaoQd3jlo/UGVBh54CizG5RIlBEi2xznOn0/0NRiYqfjDjCSli6YZfp4cO1pJ33HDjr2GW1qMrTNTmboJOnE6scbDCg/dPdewQHe9PVzp5et16fMmKNnrA7w2l2qNeFKplXmVJJkuyv50KoPv+th6rL9YIYB4PS6DJtMKWWKrNgAgF/oN26U6YO/JsQwAJdbVXRu3rt8kumDoS8OO3Tc6QGvsHXZ7LL1uj8z7WIiVY3L22u06Pd/P80efd4DRuLKxbNMHwxtvCL+qqYXlgkOdKx076djfOcY6pfWjaz1eNnGiy6DnQmyarMDQOaUGuXajD+jA4BDM7xqXGSP10rVGBkNAACupNktn6ryw8w4q8OmUNUOAHB1a++m5RuulwFAJkx3s4MdX7rv3R4Hie9tyNz360cv1up7EAC293z/lXp9jxMA8Hq8AOD1GLIkicQAiFva6r13vp911gkOIkp+201EooMreUG71yvW7XdcBgcv5NgBo0Tkdkj9+4vSLSddwfMJEEJ3t/B12JC7AzKBXRUu7F/0rze6lR+wex9z2KgkUUYJ142Eqf1/N9Ub+Hj/9X/8PfPezweb3u1dbezRY7IbhKOtOw80vdv7s0hm6NKlI0vufbPb07237yA2jWvalaNt+w02vRdRfuyxhQdPTf1rRpkWG/Z7baogCophu3r0p76DTbX71Z5xeO7+qKX7LkZbZE2lGSkJa3ee2bBtY5OI/qZao5svOjz/UNS+y1TWZGI5GfFjX1OjkR9NOxW5flH1Fj1NreeNOm2lusrjNr1Yv4up5R8DznrBuLJg7hTTq73qLoy9rBk6pQVPw/Ndi8i2fVvlvmc/GTx3+boFc35+wfRovTZjjzOXKquWxJORy+Yu3zi5+fP3VWo2fNbiVSsPxasOFz2//Ltqpat9M27nls2/9/qi2v2m0l//HWex2RVyYc/iZWsWj+v18fOlX+v0x4alG7afTTLbXBC7vHX5/zzzw8wFa1bNH92+5uOvfLX4rOwF59W1PaqUKf9F36nLVi35e968ecvW7bskulRioTbQzo9s/OqzrSZe1MDJ/O5ITCRRc0PG9u7vvNNgwF4DnKywSJB13UHy/C9Kv9F9fyZTcaAAIXQXC1+HDbnbnwm4rkhXz+//ZtDCTivOXWS6RrOu4qNc9SQd/nrikiZD5tSZGjn1wPEB/f/+ZVPcJW7zSrHT5q9sMnzphFNMU0lazMEfBi9svyTqHDNUSSB2d+bp7V2mLK4/bN57A2fXGrCk7byzcYYqEypJVHOp8Qd3dB63sO6wee/2/+udwRtXXNWcdik+es/33abXGLKg0ailLSYsqT90bq0+swcelgiX7SpNiz/UfvjCxiPmvTN0Yd0hq6ZFCdymaYzSa6d6jFnwxdStK6/YQUvbv3vLZ/2WDNufnKaoCgs0TkAkqjnp6b96t2v07tvvvvNWzXcb/rD2KoCXCxZuh/Qjc7o0feW1Gh81bNrsk/ofvPVW7fpjdyuq4eYZJxb1fav2ex/WeOW1X1dFLhw0YeG6eLPdpogbB79To+bbH3zUsPHnTRu8VeXlFk3TJA8AACAASURBVP3XnrV4VaJ49UOTvqv/dq1aNWu8+3n7xTFuMCSBs4zIEc0+fqtCtbdrv1njzZpvVH324ceaTLxKDWq1UgCytcfrz9YctTXN69Gzry2goshcHv3s3J8fK//+1PM66FQo9AYFvkyQOLf5I+/1OZRiJTdzZ0WEECrhwtdhQ+52ZwLGGGVc0WwAbq9T0/P0USrKuhdcAF5wO7yG7gG316FqjBKuutxOAJdXZ4wyWTUA3F6XpjNKOWdEYprd7bvFEHgB3F6P5hvJ55xRQhXD5oGcZ51uhRLKVd8YPPhuPeQC8AJ4wWCcMUIpkw3ImiXvPYtkHcANXrtLoRKVDZsdwOWxKQEDQfZuEW7439vY7eAWq0gZp4QoNpsn7wvo9doZpYTJis0LWXcs0jW3y+2yKZxSxhz5X3K3riuUMiJKuid7YV63Q7Gmiw6wn+j24b1v/rZABACvCwDotu/+9WjdJZLLRgSzqIA9c1bryo83HnZRA4/BCKGUUMUFcG1L1wpPv91/nwJuIopF9HgiUh2k5V+XeaH3KR0AAO9ZhBC6a4W8sYbPHZAJGGeUEqsgWgt+nKTEKkoWUbRIkkiIIIhWkn1vYynrtse++x5bRb/ZOaNUsoqiJftuxFbJ7xv9OKMkz7NS9jYIfg/6Kqv3+bbQ71mR5HwDYdZcEmOcU0IkiyAJpNDvJ+SMUTHr3sJWi8VqlWj2dxBymnXXYWtuicT3LBEFs8VqsVjMgiSJgiBlrUUS/Sa2WMzW3DH/3DsYWwWRUEliDre8tf8nzz/54juffdPyi2bNmn721jMvfDZ0f7pLpYRRIggK2DMjf6ld9uV2sy5Lmi5zrqnk2rqfXnvuxU9GX5K9NipIRX49IqUS01xpkc3KPl6l0ec/dl503q7jvY0RQnen8HXYkAt7JuCMYN0ZRRkRmOrmyUfXzBo0eNCQYUOHDBk8aMzUdYkOl0Ek31ciM8Esu73SyVWTF0VeyaS6zBSNWa/smT1y1tZrKuiiVSrW6hiRuE2+vHPmmAEDR0+IvKzLMiHs9r8IWFhYWLe6wtdhQy7smUCQnVh3SilOgdsFw5XncIPXy5jN4jeNldglh9sLQFWXVXZaZaekghe8NpsrgzlEpdjrYk7mAQDweryMO623ffexsLCwbkeFr8OGXNgzgUXBulPK7Puv7EmnzjTqyi53pv+zClhUMHN3GvOYc2f0pFNXupw7WTHXlcl8q/CYleuYFwsLC+t/qUqQW5AJvFhYWFhYWHdtha/DhhxmAiwsLCwsrDBW+DpsyGEmwMLCwsLCCmOFr8OGHGYCLCwsLCysMFb4OmzIYSbAwsLCwsIKY4Wvw4YcZgIsLCwsLKwwVvg6bMhhJsDCwsLCwgpjha/DhhxmAiwsLCwsrDBW+DpsyGEmwMLCwsLCCmOFr8OGHGYCLCwsLCysMFb4OmzIYSbAwsLCwsIKY4Wvw4YcZgIsLCwsLKwwVvg6bMhhJsDCwsLCwgpjha/DhhxmAiwsLCwsrDBW+DpsyGEmwMLCwsLCCmOFr8OGHGYCLCwsLCysMFb4OmzIhT0TmBUsLCwsLKy7t0qQsGcCUbZhYWFhYWHdtRW+DhtyYc8EnBEsLCwsLKy7tsLXYUMu7JmAIYQQQnex8HXYkMNMgBBCCIVR+DpsyGEmuCU455wXf1pZlq9jBhRmOe/I7d4QhFCJFL4OG3KYCUKAc0XTc2mKzBi9wUUxKopWi8UqEnKDi7jFZEXTlOJ3S8q4oqqKzG/0FbrVuCxzKgkWqyBIFFMBQuj6ha/DhhxmghCgojklKelyQlxcXFxcfEKymWqqKnNKGWOyqovXln73oOnpd+fFgFuxiiRrJuKHUsaoZJWdkLqrR7NX/3F/6VImU9NJpyyyU+G5zZPmmcFvA/IsjFBaaL+lhFBKc+bJnZhSQihlOU/5L4YWXDelhBDJmnEtJVPIWVjhM1BKJWtGalq6RSC+Caj/mvPsqO/37E0KvN+5qyj8HbpRsqJKqUtb3XOP6d9PvtVkeiw45Zw3ECGEiid8HTbkMBPcFMpkm07i1v1S1mS6v9wzzzz73BP/Z/pPrfaLTxGHximhzPCAVz84sk6lj79dfxkcsiBRxhilsu72ZN/IwusxFEIo44xRRimxAVwZXa1Ms0EHMjS3ynN6I9cdHt8cbpvKaHY/JUTW3b4Feb1eAHDZNB4kFlBKFcPptKlcMVweAACPIUuEMUYpV+1Op03msu7wAgC4dJlRyhijhFLF8K0CPE5DZoRQyjUHAGhrO5R6rNtJAPB4vR6XoTDKOKMSkQ131sZ67QqVCGWMcQ+Abee3VT7+eu45AACXx21TKGOy4fS6bDKljHHOKGGKw+126gqjXHe47Srjuit73VSijHPOKRGZlvUSet0aE0noP8VTVVOPDKld6tnep8Btk4O9qAghVJjwddiQw0xwUyiTbTZ+cVnbiuVqLEwBAID0fV3f/Jfp3eHHUw2XwaVLx1auXLU+cs+pi3FpgiL7PiszWbVePbhj/coVK1auXLFm675LgtOh+j7tEsHCXRA7omrp5oOzMwElhGsOQ04+s2PF8hUrVq3ZH5NpGDaFE8K4ZnOQK/tWLl2+au3G7bt3Rq5Zv+/0FUHR5AKj85QyWVMy4o4dj8nQWeKByFVLV27ae1lyG5xwRRVTzx0/HmtRScLJzYsXrYk8kiiqiswp47phFxP2r16xYsXKldtPXeGaXVcVa8KRzRtWL+jZ8L6HPh29acOapUtWRu69kCrrXBQVl5slHty2Zvny5as27Yq12N02lVmSTx3YvmPhoDrPvf5ex/Frdm5etXTZ9jMpMmeZMSd2Ho0xywqjlFBuo2lR+w4ci0+jCrl08sD5TEO9emDl4mWrdp24JGoujUmEiNwO2rW9W9YuW7Z87bb9aSrYZJGw4LGAElHIS5SKavFUVZRDo+uU7bnZo8lFT44QQoGEr8OGHGaCm0KZbLOxmOVtK5SpOi0abNbETAfoe3pWea76kO1JNo9D2P57rVo1Kj737/977t2pZ8GrWgVREDSAfb0rVqpSvmL1mlUrPlf63pciVqZROyUSZUS0Kh6IG5mbCQihsqYbl9cPq/fKQ4+8Ub/+S/81VW4+Yec1XVUURRfObOj14Utla73zdsUXHjGZ/u/hql0X7E/RnCrN18SoJBA72Pf2b1D+tSY/Nfnk9ZpVKr70wP1v9jp6hSg2cMSv6/hxlQ879hrauk6Nl6o+9O//azB2e5ps6Jot89jC7954sNRrH9evVOY/z9XqtOCcaofMyEEN3qte5fnH7vl3uUq1a9d8tULNzzsvjmJORVZo6pputcuWf/HVN2q9Vu5fZVpNO5fpcqScmNb148qVKpQr9VCZ5yrXfLt29dde/XrGabvBoqY3ND357uI08IjpGRrAuXG1H3vm57nndEgeVv2hZxv36vJ+xWdrVCj3xNP1em8imkFE6uBpuwY1fbh8xUqVKlZ4tNT7Q/elyy6ZBO7blHJFcRT4f9OjywWDUw5OJSuR5JNTGz/aebXDUKUScoIHQuhOE74OG3KYCW5KbiZ45LUZMeCRM9NFA4TIFi9WaTntqGB3KoYHAITTU1uVqzEzAbyKVZQI0ZzGuRVrzmbKbgAAkjjjtbLP99rjAl0UpHyZwKVQIjuc5PzC7597uN7IoxoAuK5O+voZ0/uDjqcZbu3y9MaPPv7+PBUAvLF/tHivWffVBMAuWqUCGysJxADj2J/fvfhPU9kaQ48LLoBTPz933wu/7tS8YCTsG/RtWdN9z3SbuFMEyJz28cOmOouTmUGPDX39vkptV2UCALCNA2qbKn+15AwHcAOAur37A4/1vQgAbi+Ay5CJAq7o8Q3KP9VoVqwOAO7YBbVfKPXGkONut0rcAJ5931Rv+tOcCwAALo/XrSl2gyav7/z8sw1GndWB2Vy27f3efqHlsNMZAK6EcR8/aPrH81903+ECSFrR5elHa/TdlgkAaQtbPV71x50ZDgCQE5fUeLpsm7/THA5W8NM8pVwxeHr8zj+7dO81oH+/vn379u3X/7cev45acS5NVFQ58DtLie5yAbhXt3740YhtTswECKEbFb4OG3KYCW5K/kzAMzOIA4RNLStU/Xb6MdHulEWR6uTi9t8aPvL6jHjwKhaRcEYl6rB7AdLXd//mm9atWzSsUeGljmvNYKOCJOXJBKpLptzhpScX//xhpdZ77OBMv5TIAc6Pr/zCF39EZdj1hB7V7y8/6AgAAHgO/N7kg9oROwm4ZKFAC/NlAufJcY0eqNAyMtEDNioSdVvvFx98dcA5AM/VPd2q3/viz3PMAEqm1ZF6eMLQxYetJP3s6I8frbXEAm5zYiIFSFvVrHr9TkujDVCJICTN//H+RzruUJmUkWm2WsxWHeDCsPcrtBm52+r0UotZ1rTzE5uWfmtsIuhmswrX1rSoWOeLSfsE0IT0TKtECNc9asbGgW8+VvXHvXaAtNUtKz/eYPiWNCfY1ZgR75V69IcNAE6RuLWEtd++/mT9gQcByIy65V96p82AocMHDhg0ZMiAZtUfqfzTCgZ2IuQPBZRy1cZTotcMaNzsy2/afN26deuv2rRp1bxp5+nHrolqgGMsjBJRNtwx6wd2/OHnAWOnbDpjVmSOiQAhdGPC12FDDjPBTSmQCdLSKXhPT3yzdJW2q6KZ284lZrjVS3sHfFLm9RlZ4wSiJIMes7xn20/Lf1C/T//+PX/+pPLzz/+yQQQbCZAJZNWjpe4Y2PSJ6j0OKm5NtJiZHS78UfnhxkOOXbV7XTHLvnr8nqff/fyLFvWrPfpU9baTjtrATrI+L1NJsFqtVkGiuZlgdKMHarZaeZaAIcvMun9gnQfLRewFgKtbOr9e5d2IzQLYmUUUZJvbC15dvvL3z48+2WpVmqZKgpk5IG110xfrtZl7jINT43L6knalHum0266rhBAiWbkLMjd9VaVm07E7MxwOmXG7nH5q3DcPvdTvFNglyQmWjV9V/ujLKQc5uGSRUMYopbrDlrJncp3XX/ntFLi3/Fzt1c+mHhFdbkVV4kd+8EDpzqsNSgTV5bq6qX2VyrW7bNUgZfoHlf5jMpnu+ec/TP/45z9MJtNDNb5fIYGNWAsePqCUykqgryFxyFlnUeafgUiy7ry0c8rQfr8NHNh/waFUVcETDBFCNyh8HTbkMBPclDznE5wHzZyqAqQsbF2ufNOlZwW3U5GsomxnsTv7NSpT7c8YcND0zExmh/TlX1Z4/NXmw3eaAcBriR38Xtkf10pgp4IoWDKIHS4Mr1q62cA9KcwgVPYY5j0j6jxWseUOAg5zYooMcHzISxVbzT6babddWhTxfsP2E2ZPnTh+7NgJS7eeSaUOOfuaBCbbvQAAbqdGKSW+TDCm0YOvf7n8rORWJaLat3Z98qHqQ+IAPMnbIl5/8c1O663gka0SpZLVKimqnLTqh8ceqT43CRyW5BQOcGl+g5oNuq+6aAebIstpC396oFyvo6ARs1UQrGbqBLrz+6oP1xmy06wDFwWV00Mj6z/60ZRU0K3EBZnrWlZs9O1fx2UwxEyLSCijRFJdIJwb/+Wr7/X8c86vX9T7emy0AQ4iKVr8yA8eKN1+hcoEswpGwqo2VR/9ZOgJgOQxb5Z7oV7fpes2rVu1YsWKZYsWr4g8eoVpuXue+x4Rrjl50om/2jzzQqU3qr/+2muvVXu9etWXX6g3cHeiVdOVgKcUZB878Gxs+/ijXbd58NgBQuhGha/Dhhxmgpvid91B9flXAUA5M697RZPpjeFrk1W3wSTFBgBgOTXy88dqLjADgMpEbgfzvE+ffbj1ggwXAOhrO5QyPfRy900CGJIoazYbAGRMrv7oV2PO6ADgkBWby3pmSbNH7q/X/4QBAJA09ZOnHqw/5pzV6WCH2z51f5WeRwHA6bu40O3Qsj79ckVJXPBT7Uo13/9yxgmwyRazaIDr1OiG97/53bZrAACeE5OfffD+FvOSdafXkbKjS/UKb/2yUQC3bBV9DVBWdZ524teK/3ql+VoLAADd/OubD1T5aV2C4TUok1Xr3t5P3ftCz30qALhdDo2KmgeOjqlb7r8NZ8cbAOC+NK9OmYc+mhLjtZEM0Qba8X51nn621cyrbgDwumwKY1SSZLfXcnBO+1dMJlPZj7rPPq6AjQpU0+NHvP/AI79uBwAAeetv79zzcvMlFzwAtgtTPytXrsHcJB0AwJd7XAYL2LYpk1VmTTm3c8myFWtWr161atWq1atXLl+26Wiihchy0EsVqCRQqpyc1KD0p3+m2TVGcKQAIXQjwtdhQw4zwU3Jc3+Cx1946Yn/mp6r02fWYVnmImOKqm3s9dLj5R577JH7/3nPf8s89OC/3mg5cXcyeL3G3iGvlL3/v6XKPPbMS89/0bVH02faLMkAgKSd4758/Z4Hyz75wH/+cc/9jzxS9okKfTZpiq67tDPLetX6r6lU+Veef8hUpm6vzdHUpsm6QmOnNzeZ/vHI4+UeK1vuiYfv+/cHnZdFWcHORYmr2sUhlf5p+udDH/0RB3ZmNksGGIcntnrh36Z7H3v66aeeeOw+U5NJp81MZ5rHlbItouqzb3ZeZwFPTiaglKt2e/LR6U0eMt377EvPlzY9UP3LaXvNDp1TQhmXVZK8qv1zpn899vQj9z/+dqtZx7lbVVR74ozmFR8pde+jTz75aJn73u6300IVRimRRGb3ZG767a2n/v3vh55+smzpemMOEa5yIhHDpV/Z2ecNk6li2xXnNbARUWKafmnch6VM/3ngyaefffyBe5549cMJh2wOjQlWati1lR0r3F/qvw8/9kTZh0uVeanmb5stXoMWOJ3AtxdMVmzufP9reh1qEbdTpKqqHh7x/sMfT7hiw0yAELpB4euwIYeZIARy72MYExt/zcxtdpvKKaWMc0tKfFxsbHzClaTkq5fjYy5euppuJTLnKifp1xLj4mJj4xOSLDIXUjIEKssysaYlXboYE5tw5Wpy0pWEuLi4hBQLZ4xxWVFYZnJCXGxcbGz8VQvTVEVRVPHUuA/LPdVrs2hJTohNFuxxq7599fnaPddkuEEjEmXUmpGamppmlTjPOZ9gbOPSVZvM2puQeTU+JiFRVOyaTCnjnIrmtNS0TJHl/+jMFVURUi/Hx8bFxsYlpgmypuccXudclaWMxMvxcbExcZeTMkQuM8JUXZYykhLiYmPj4i4lmblhZI3QU8oUVSaZqVfi4+LiYmOvpAmMcS4rDgAtdknzsqZ3u2+3gEsRREK5pieM+vDB0t/NTk68fDEmNjHVomg2mRFKKVMMlaZfvRwXFxcXFxcbl3A5xUILbfF57/VY8KaIgWZRVfXoiPcerjs1DdyGUsiFiwghFFT4OmzIYSYIgdzvOzAMQ1M4y725sKzmfAuCpuuGoau+7wagTFZ9D+i6pnCuaL77GTFZ0XTDMHzT67qu67kXy8mqZvjW4puaK5p0anyNex9uv/xayqULF5OsqfsnN3r6tdZ/HmfgkEXfB3lN0zRFZr5zDG3gPPZ7w/sqt9oQrwPYVFXzO3mOK6qqKgH7avYeZu1B3m7q20nD0HO++YBSLquabvj2IO8iqW/fjezvhuCUpKckpZ7fN7HFk/99s/3+THAqVpFQSrmmxw2t9UCZduvA7VQ1XfNfdZ7FGFnfMhFiVFHVjJW/PFS69eJLly7HpwiBXxyEECpM+DpsyGEmKMm4rMh8fa+XHn/8iaeeeuqZ5554+N7nWw1fn+wCTSp4W35KRKKD49ysH19v2nVLHPca/HafN0cZVzRq3jmszgOl7n/+g6/nRtnAJmXf/5mr2pXpX1erMWirTVNuy3dCcVmRWewfnz/9wL3Pv998Vhw4ZauE33eAELou4euwIYeZoKSjWt4b9Llsvi9aCDI1oYrN6fU4tcBX4d0WPGsXPE5Dob7vfcgm29xer0O7rVsq+77qweOyK3jpAULo+oWvw4YcZoISj0j57uJfROOiRBJE6Y4JBIzlfBeBKBbcdCIW43sJwquQrUMIoaKFr8OGHGYChBBCKIzC12FDDjMBQgghFEbh67Ahh5mghKKESAEHsymRxNtyPt7dhhJRKu5hDUqJKEmiJOJbg9BdKHwdNuQwE5RIlDDd5vYaGi/wuKI5vL77I9yiTaFSuG/mQ8ntuD6CEkokklt5N4FyxXA7PE416G0QcydlTNac4PKC0+sxjFv31iCE7gzh67Ahh5mgxKGSxO3u9E3LhnWPPGlmWTc8YIxKErO7adTeaV0XrT1t0R1K8MsPQkjWHboW+lsD+OGK7tA1+dZ2UsoUQ7c5DbvTsDsNh8uw6dm3LKJUoopdiFnX+69e40+lUV5YLqBM1rl05djMzyb0+npSty5rVp8wu27/RaAIoVsofB025DATlDCEiLIByccmfjp98q4rVj37Tj2USFwHemlTxxm/TTlx1aEplFLqu0egLCuyLHPu17q4nPN4ngc5z55F5nk7Hee+6f2e4qqiiWcWfjN96Vld1ziXec4dELlvmpxF8byryF5kvm8b8Nsq31RcNhR+7dicb2avjnfYNMZ5vr3wbRKX8+5a7l4onOe/KSMvsGsFXmOJaU7x1MR5/ZuN/uXzCd0+H9vps6nDpp+XPBoTCaVU4rpHivqrycDGnfYmU1nz3yO/Vyn7QUaFjKtx6XFbt//+3YSJO8zgkv0POuTsRf5X3O/VyPf2IYRKkvB12JDDTFCiUElUnJC+u+u4IePOXzXsRtanZ0ok2QY0ds6cwe02HyUep0YIoVxRFE6FTEtmusWcKYiE8axbDMpMFM3plsx0QSBcyfqcSyWRUJlzSTSnWSxWwmSedasAzmWFiRmWzAyrOd1itkqEcU4lq0W0Jh2aXGfkn/uoaDZnpFmtgu/uApQIEpEVhYqWDIvZIhEuyyz7sHrOHQgI8bu+j8uKwiXRkmHJTLeYrYQwxqkkCELGhV1j64ybfVym5sz0NMEqUsYZpVxRObUK5nRLZoYgMq5k32OQiJLEZIURa4Yl0yxKzC8xcMYolSRKGQveYSkRmeaRjvYb922nLWcTLaI5/fKG5R3eGDN0fgzxqFQikkUwp2Wmp5jTM/OeUECIkGnNzLCY060WgcpKdh+nTAevEXdqRpcpU3dbwJmVCSjjisqJxZqZbsnMFCWetRe+x7P2LlMUBNGaabVKhWwzQugOFr4OG3KYCUoQIhLN40pdsbh711UHkmW3zklWIqCKw0FP7B/T/s85x6SslsMVLlrOT5n8U4OxXT4b2bb5jDFrkjx2LlDFdu3knB8mtKs/pmvTEd9/u/m0mci6TU8+v6Lb9JHT90SOnv1L/WHf1Zyx4HQaMRROuWIXk3ZtHlp7+C8tJ/1Sb8jASceiBTdknpz93aTOn4xs99Gwdp+O79Zs1M+fzpy6KkFy2dwk+u/WU6esjtsx8c9ejX//ueGY4auvKU67lnh6YYtxA+fGWEDjsm5Z8/cvP246JTKFM6YZ7MKJ5Z2Gfd1wUp9mw1u333jwCoOM41Nbju/ceOTPHw1v/+mEbs1G/dh0zuytSbJTpkxWYvaNbTa2Y+PRnT4Z1anb3gSFU0lxGYlbuk4b8eeZ3QsXD242/Oc6Q3v9FWdRZE4pYapDuXpo4NgGdf7ecEF02+QgA/iUSExzS8cHTWzba28SU22G7tAtsZOmt/1h/THJ6YHUI2P+7v3x6F8aDf1mwOFrhGucEYnrIMatWdO3xtBfWkz8tenwrz5ZvCE6U9FlThklhNsc7NyxPzpP9s8EssrEI5H9646O+Hz0z/XH9Rl5Is2uMEkiXNGSjs76ZmKHhmO7NPn9+9oDf/5q9l/7BZvGCN5FEaESJ3wdNuQwE5QYEiE2mzv+4PQWc6bsTVNBZVLW1wpRVbNb43dFTOs5JUYCnQmEUKpo7Oig4T81mbLojM0Nqjkp8dCeBNXhsFuiF/80qsuIU9d0J7jiV305uu3PO+JdDv1q7JYew5pWGzV2cZwE7GTPCV+13XbRKtud3HJiY//3/1hw2Qugq6qiKjL3fd2Aw3Cw07Majpt31ulyqbqhaQqTiOqi0Ut/ntW58dAuU89Kdu3a7Kk/fDRjgwDuq6cWtBg/aF52Jlj7d8SPm08JTLPpJO7snGZdOvTbd0YCAPHUnouXrpg1TdXchp52eGrDyUsSvB6nohuaKlOJ6fbkI5Obj+w39xL1OpzC6ZkfjYwYfDTFZXfxSzsHL/jloyEdft8bSx36jkWdao2Ze0FRGKGqoSRe3Dp40k9tVkeeyVDswc63yM4EAye27bHnssg1xhW3nHFw87AmMxecld06kzi3AyT9NbVD/72JkqzJjBLZcJgvHDq1bWcGAAAo5wdP/abtlmgLNxSelQmij/+ZmwkIkTUletvAhmPHbsp0gsEv7h1Za8zAv84LXqczI2rOF8MHL7hicbuc8QfGNB83/ZjmMCgGAoRKpPB12JDDTFBCUEnSXJC2d/ifQ34/ec3m0mjWffcplTUnTdy4uM+3687IXoOIhFKJa56rB0Y2HDfjuKLrjEqUca7IVHa709cs7fPrqv3XVK9GBabol/eObDR9VYrHmR6z9offfx1/OhXsCjPY7hW9flizN5Uadtl6YMvgxqPGL06ITczk4HbqWd9ERBnnGcenNxz71zFV4ZIkUUqIRFUXi1n5w/Cveh9LUzWbwaWUMyt7Lt+aDO6UUwta+meCBRE/bT4pKnabeHXx/M5frz6igJNZrQJTVFn2BQ+FS5f3T2o4acE5m8ZFUaSSKClu1+WZ0yIG7E6QVBtn3ODCgQ2Dvly03eoFPXFvv3Etv996xqq7NcbkS5G9F605zWUl6xuTdafD4zH0wr7MKF8mkHXGZKdqPrZrwjczF0Rxj0EFq8gNe9y0KTmZgPmu+dBdAPza8dPbN5w7PGNuxLdr9qUSVeUsfybggiApNj1qxJhO46IkXWYiN9zk8uLF/dttOO4ActAtKwAAIABJREFU7/ENAz78468LxAMATvnwwN87T4k17DLJPlJBKcWLFxAqMcLXYUMOM0GJQEWqunVh+47xfdduTVVBo1lfcUQZ11T18vlFEXNmnKNgEIEwRghRDX3/ul4Nlm7OsPq++phSKlmZAfT8n3MGdNtyOFW1KYwqXEo5Mr3B2DlnvG7zhdXfje8z8Ww6KEw2pMil3X9YeyCNaLrGBTF6yfz+DQd/V3fajGVHj55Ns8iaQimVZcV8YkbDsbOOqqpCKWWMEomqbh67+JvhQ+ZeTuG6wijlqt1jM2w2LSlqYYuxg+bGWECTmZqx6u+IHzedIqqdZ5wdMfOXXw8mgsqslHFGSFbP45pMEw9MbjhpwTmboRBCKRG5AZbD/Sf3G340xqponMkOnn5iy7hPp69IAHAkbusxps+wYzHUqXNCiGx4nXYt53WkklUwZ4pS3m9VyPdi58kEkqwxrtila9tX9mk0e/lF3aURUZBkuyN+em4moJSpGrFcTjg4afXkrjP7dP171Fcjv2m97kg6UdWC4wTcKjDDeW1Lu7EDZ8akUVkmXAN6afXSEW2WbUsDUBPWdJ7Qs/f6lcsObZ69ekijyXPOEE2m2SePEK7KjDLMBQiVDOHrsCGHmaAEIITpupZ2bn33udM2ZOqgSELOmXlcVjLOjJ0xeNwlAqpk9Z1lR4hmU7Yt61p39lqzqhIiWkVRlCRRtoF0ZtyMTj9FnsxUnEy0SFxLOTKp0ZTFlz2ujAurvx/Xe+LZdNC4bCNbl/X4fu3+NKopjEpUBbuSGL1h6LoJbUdEtF+1/ZKi64xwWTYfm95o/N9nbYokWK2SJGVlgiXfDu83Iz5V1jVOKaWSVRQVmyPj/Kofpg+dH2PxUEnz6LuW/vrzppNEtdP0k/3H//zrvsvglNOtVsF3oJ8zXya4sn/yJ1OXx7s00Wq1SoKF2SFzT9dxHfoeSaJcEyWiM+H41hGfz92YBmBL2t5zTPeBh2Oow5AJpZQIOacNUMplzekEsBtqMcYJBk1s231XXCbhVLZ71CvTpnf+Yd1xzW0Q0WoRiGrE/Dmlfd/dCWbKRYkouma+tLX/2G/rL91yzmwAwJn1A35es/sa0VRORVFSDDHq6NROk6dsz3BrJNPCbO6k1a1HREyOoSolZqK6adLq5UParjlIwWWNWT900YSeCyb3Xzyh59IZf0RdscmM+DaOKE6HcDWTcEnRFfzqZoRKgPB12JDDTHCno5Ryze6kF/9eOHTc4UynWxHFnEbAHXZ2aOOArusuKi419/o2KjHFZT4/q9nvvX8/nQIAAB6nTbaaqd2uHtk66POxE3cKHgAANX7KtJ+arzllc9lTL677aWK/qecyQOWyQbav6P3TuoNpVFU412xecHvcbgBwH9nRv9nU+UctbqdCGFes5/5qMHzYigw3AHhdLpssSYqbxy37YeTg2Qmpsp51hx5KJdkAMW5T+zGdJkYLAHAtalnEmO9+2HKOyDYby9i6rvsHk+YelJwA4AW7QhmRGONck1nyial1R4yNFAEAvE6Hxqmhk83LOzf9Y0m0AQDgshzpO7F9x53xTqdHvbqz7/jeQ4/GMl8m8H8ZFUNMi9m8c+Yfh09dscqaHKyh+jLBiSGTfx50zOoBAFfy6r/71h81cEGSAlyiquF0AoB54fSIkccFN4DH0HW7HB81p9Xo0SsyAQCUpG39J7Vpue5YBlVVzgw7AMDV8/N6T5t1wgbg0RnjGk+dP+vbFvN3pXkBAPiV9T+O/XXI0XQAdcuybg3+WHZFBwDwAoDX61ZliTJKqaKpibFrfpsxZNyBGGvu3SkQQneu8HXYkMNMcIejTNZUKWXRoog2f69OtoMqCtknmlFFVo/sHNp03Pjj3KWRPFfFUUoNxXw8cuArg7p0mT+my+yB3ZbP3pZkNxRNIfF/zYxoNrF354Xju0zr8Om81cdSqN1upJ5f9vnQTiNO+8YJpA3z232+bFcqNQxmPb3/z/azR3SdN7rbzB5Npw6bcTpZVjRGCeOybI2bP7ftm2OG9po35JcVi7clSnabh5yf+9lv3SbHpSiGln3XPkKZrvHYBX93/2RYz85Lhvw0f96AKW1abzwhUEVRVCPt6O/T2lUbNWDA4gmdZ/Uc/P/s3Xd4VFXaAPDRddcCIoKKYEFYEMEGgh2QLoIKIrqAld4EEZAOCgjSpUqX3qv03gIhBEhCCqGkt5lbTr917syc748JkCBtd2c+k/X8Hv7YnTtzy0we3/eee8777otOVSwNA4QpzouZ+esXr08c8/2ikb3XrzucAU1mQnfUuImdWs8e2fe3n7rM6PGvVXvOuyFhjpG2o/vILv2OxCPHJAVqD0KgEiOQl7i1Y//Kj0xYcCRL8zF448rEEChQ9ytHB4xvX2/88L6/je8yr9+7U389mJScjQhmdnbSzglLh/dcMurDYR83njSy+6IJIw6f03XLzDk9dX63Oj8PH7b0p08XzBw87dNPNhzMAIYOPXu3j+n127jO0zrXG9bly3k/dV67ITJDsnXbnbZnwI9ffLxwXP9FIz/7pW/3rZFZCoLMtC5t6zi+U/NfhvdeNLbHvFGdl8z6NSaTa1hWAdI1T8z6rmNaVpq9OtGNTYrFUIEgFHHhi7AhJ3KCIg8TpObFxkeczFC0wlPlMcaXzx87dDGH3KDIHwRI84KMyLhjW08e2Bq5b2fMmUuKRqCCNV3NvXA0ev/Wkwe2noqIcTMvw4gQ1ZN6KjEmKU/VMMIEZlw+eyo1S0WEIjXtQsSmyAPbTx3cGrlvb3KqhHUd58+Bx1gDOef2nzn0e+Te38+eTsyDGqXQfTkqPi5ZUgsWE4IQMp3IeZciTh3aemLPoXQgZ8XHZOQAhCEiGsEgJ37XqYPbog5tPbH3yOUMCTGCIESYYKpkxe45fej3yL2/x8Zc9GCGVKzpnoy4/VH7t0bu//3MqfOK4VCoIkqUzJiEs3E5HkSvK64IEaZAyoo/fyLiUlquim8+zRBChCnMiT9/Zn/0wW0n9285deKUm3HLQEDFVJeyEw9H794UeWRfXNT+M4e2nDy450ImwURDak5G7I5Th7ZF7t56PisnMyEuI1OGhED1fML+zZEHd54+fjDuxO6oPevPxqVIgGFINC378qndJw9sjdy3Iy4uHRomwQbO2LN1dM/Vq1dFRmw/uW/7yb1LVg2qN3NhjGoxKOUBi9vpi5f2fOPX9eclZorHB4JQ5IUvwoacyAmKPogwMQ2vfaNC+Zru9d30qTJUseaYTsB2ArbPb1oahhDh4Ci6Y/m47QQsr0VRMM/ARLMN0yA4uKSAaZatUYwgRJjpXm47AcsJ2D6/HpxSd+0omJp+ywnYvoBpGQRBCBHRbNPUyfXj2sGZ/47tcNvnY4Qw02I0uAlAhKkZuHIUR2NXh/YhgoRZVw5hBsf8IYSEmT7bx21fwLINAtX8WkbMMiyT3vDBAMSEmYbj07VbrTvIPyg1dctnOQHbx22vTZECAMqvlmQ4lp/bjs+0fZbDbcenUxjMJJgZsJ2A7ecGY8w0WXDeAtYNH7cdv+X1mV6/7ecFroLptt/25V8aUjxQ5zR+wswvvt5y9sp/SJxLe0Y2mjDvlG5AqHE1efXGQc8PH/5bXCrRRPMEQSgGwhdhQ07kBMUDhDduqAchuGUHIggguPKv0MP1Aq8XfPN174E3ev8fjndt69VN8AZvu35Xwf99w03XXxS8wSEKvb/wbm4xIR/e7hsrdFk3+pZQ4W+10NZC51ngPOD17y94FYVeBEClupNwdPpn4z9rMr5vq4m9Wo7r/v7E0atTIcbUYZnbN/7Uffm6CDehCIpyx4JQLIQvwoacyAkEoaghGAFZzst25wb/5coqJhQHWyfIkgywzlhY+04JghBC4YuwISdyAkEogjAh9Eo7JUrJdY2jMBKzCASh+AhfhA05kRMIgiAIQhiFL8KGnMgJBOF2rpugcOsZC4IgCIWFL8KGnMgJihUIFNkjKeotKvNe/wlVliTpxgvxQ3hasqJKiiopqkcByp8VLiFUFNUjq8qNexv9p3sFCiD5VQQRQhACirEKkArgvzPFD0JV9ng8HklRgWh6LAh/KeGLsCEncoLiA0LEdDvAuaPf+RI05uWcBxy90PsxVGVJVkNyrwshBEjj3Me5n3POuWMb1yJoiEGoKIpbAX9sVwAholT3B3yc245BSKjSAgiQ7jc9HmRhBBGCgDBvtgx0TWWMqHd6mRAggo0A55xzv2nSGy8iEQThf1P4ImzIiZygmIAAUlPPOrvspy7DFu5Ph46Gbx/TCaEXd0zqO3Do9iRDv1rVDwLAbB/nNi1caOA/gimhmjt2zOyNnWeubf3zskYTds6NztNNcpNGxP8FCAnVvH4/9xs6LVwiASLKSF5awvxlG7+efWDJ6WzFpPgOlxze+pjU8hwZ9WHdpjNjuUkkj8q4c3F+3/fqd199Geo2BXcwAgMBYjaV0g5Maf9B43e+/mlppIebOLSDGYIgFGHhi7AhJ3KCYkKVVZ2jk/M/e8L1tw9mn8jjDpUBRAhBVZFVAKGqyLIsKwVCDVQhQgd6lXLd90iX7T6fpioAIaB4gOZc3trvix+WRKcABhVJLnS7C4GqyMod3gFjjAlOnDBkjKvx8CpDt8/dfmj4+lO7kiWmYUVRZeVKyIRQUYACIEQIIwgAUAAEACgqkFUgq9dFVghA/uuyCoLDGRACgFnu5dhf5sx/bVbEjouySYBbzv8gBFAzcPzJzfUbtHdVGv7R4qRMrjPlWrUE9dre8k/j6usKgCB/kyqrsNBXATWvur1X5XurdVwdmaJTrKoAU5KTtrvfc2UrfDnrArG89La5D4RYt2n6ukFvlnm6bp9fftu0O17yalgVOYEg/FWEL8KGnMgJigUIEWFezn00O/l0THKmgq429qOW3+/VCbU455z7vQZDIFjRj9kBzh310pmzsWkeQjBCECBMGec8d17tso1GR+dxzrnf7zfJteI6RPf6ecDWbj+GACFEGMoXd9RoNujvPdfNy/Rybvt8pq1hCIltm9xnOQwhhDDVuM/yW0xDECBiWiY3qWEYfp/NfRb3GldPACOoQmwYBvfZPLjV0TQEEcJ+zs20iK5ffO36bNOqizrnXscxbYoQhAgRy/EGDDX9ckrk+cxLuSosVFQZm7bFffn/HJ3gYF9nTB2v6depYeVvClja1f4MUEXUl7Oj75PVP15ymXK/AQDEGAFFoQ7n2YsbPFm205w4ZDj01g9KIETM8ubGTv6y9mujYzjnBtVC9mRDEITiIHwRNuRETlDkQahinYPLW0a1uLfMM9WrVvrX6NWJMjewAjHF8plJ7d4esObc3hFvlixR6qH6HX897uEWyEOm7+S02tWffrTCP19t1GJetG1gSdEC+rm1Pd+t9GDpMg/eV7J0uQpPPlH+8aerfL30kq1hVVGAFrDOb+3e4JHGw7akYa7f+vEEoZpjaealnc+3Gla695a92O9QxAgGiPpB/OhJcyt2mtbnEGAMZsftevvryfWmHDmiejm9NGfGnHrzIuctWvZ2r0nlekyt1v+3aQmWTQCAQIYaN1IWL1j8bKfJT/Wa8kSPX579dtcBpisZp/r2H1emy6SHO/zgaj+ubJcpFXtOfuTr+WPPKFjTqZQ6e+LY0t1m1Ro694VvVgzdlyZ5GVEhRAgTquFLU0dPfqrXL5V6TXu844x/rUxM0U0GseWO7jlsTpuNMXN+nvZMr+lPdZ3w+sR9u3IcB6sKAAoxedyYZ0u9N+m86TWu3dVjpHg8JudHh77yUK3e+zOJod+0wWL+78dMb27ctH4N3pwWw22UK6mh/PMQBKHIC1+EDTmRExQLmCAl6+LFS3mnprer9uq7Y04A7iUyxBSD00Oqu1yucq90WpR5aVffN+5/tMXoWJWbRIGejKSkxOijPzUq8djAAz6HKQokWMpMupCas290jdLv9Fp5MOFyUlxM3MVslWCkykDnVsySvi+7XP/4aMbpbNvLbjIwDgCghn5y/Zwqncc99NVPf/9k1F3/Gvtgp8lPfD3G1Xfd+GjItTNff/uj651BH24DTIPpUWsfrte/woAd21U/JwljfvrZ1fKHez4a+tTUqInjRrjeG/FIv0OnLKpCxt3xP03/xdV8oKvH5pWx2SdW/3J/mzXrICOqOzXLE3V8b9uu37o6rR1/JDUrMzP6Qla6DBHGCChpmTnp589MnDTW9cr4z9ZfzOM6USBEhJKUKSN/dLUYVWX86eOxB9t26ut6d0KbNecvMZvnHnnvq5Gu1iPvbjf5nQURwwb2cTWY9O6ixOyAhjwSdnj0mCdLvj8/Rbm+ZiCQJcr5mQn/LFW9345Uaui3ap4AITH9XI6f2v311yec4Zx5lDBNwBQEoYgKX4QNOZETFA8QQQhMztm2b95o2uzHkyg/J6AgeuBL/3jsw9nphsU5T1jw5Zv1P1mR5OcGUCC1vA6TV39W8rFhR3wOU1UAEQTA4jx9Qa2yLUdFZPp4wNINjV4ZaMcIqIoiy7J6BxP0gCLnSVJG7O/PfTi0ZI91KzKo7Hanu+UclXFwts+Q8a7mI9ruBEyDGdEbyjcb+uTQ3btVH8eJk6ZOdzUa8Pi0mCTV8KXuqtlm2H2dVq/INn1edO7o5nda9XH12b4mGXGvxjAMPv6HEBpOAF+M6NKjt6vr1qVJiPs0xijLP3MINZvj1BULJ7vqTvlq82VPQCMKhBSTE6vu+nBEqe57jpkGd+j541vfatXbNezg7gyDyxGtu/3g+mB0vfV53JJj9i+7v96QFyYdP01NJqk6z/rt4zKvDziSC7Xr6wgDVSY+HjOk8oNtJ51VmHXrgQLZk5FwdEn3pq8M3Am4CeUwLwwVBKGoCV+EDTmRExQXUJGInysbutdpXDAnUKL61S7xzLCD3CSEO3ELvqrXsO3KJD83gAogpkzOXPKvEo8OO+xzqKoG5xgSP0+eU6ts86H7LzCfjm4Q/e+wIg8mGiM4ecfzHw59sOfGzZJtE4gRVBDjyuleg8a53h3eZqfKNJAWtf7xpkOeuJoTTPnF1WDAO6szsohuXN5Vs82w+7usWZFlcydn/9blj77dp/qcuDjFMq/0Y0YIQQCIbnuSjnbs/o2ry6b5cQo3sFyg95CCNa5cXDxvkuvtyV9uvuwOaESBmOEza6e52ox5bOypbB1jzZt37kD7bn1c3bauSMIcHP+wyyhX6/E9I0xuuk/vW3F//aEvTDlxhhjUg21+dPizJVqPuehh13KmfECVqJfHjqpS+qWemz1Ev357ga+IEbiqa/knqn28OCZbkSEUNYkF4a8nfBE25EROUFwAKU+1uHtt19oNm46MULgOPQBTqkR9V7tExcH7uE4od+IWfFm34SfBnEBRZABhXuqiT0o8OviAaUCPpEIEFA8N8POzXi7bavSxS9gmhdYdQICZ4XDOvQa9kxIIhCD1/I4aHw4t2XPjRrdlQFWFUAaM47hBw352vTu8/W5IdAITtz7ZZEiFwjlB/ZVpGVg3Lu2q2WbYfV3WLM9xuJ66bsWCv739bbXZ5+IV00KKG1DHq2nBnMDwupOOduz2javH778lKFyDufK15ZUeQAOeCwvnTnK9PfnzjRezvRRIkGh45+wfXW3GPD7yZI4Xq8zKPXegfadvXL23rz5PuBrMCcZ1P2Zwwx29b/nVnIB5sMWjxtd6qFavw7lIY3/ICWRq86jBVR6s03ePRIyb5wQIQmRx7mTv6lK7/CdrJG7DcBeQEgShqAlfhA05kRMUBxBiSkwv55zv/67hR59MOs855xqmjCinBr5eusqwA/k5waKODZu2W33ez3WVeB3OuUO2dy3z5IREzrnXsBhQZYn4eeqCVx+r1XVrWoBzzv1+mwbH5zE1lIxzh7ct3xKRlKeSW4S6fIQg9fzOl9uMKPPNpk0e00BAhVCRiY9f+nnohH80G/HONjVgZW9ZseCBliMrDd+9R/VxnDjll5muJoMarU7PxLpxefern4ws1X3d6izT7wOxB9e91qK/69uNy5I0zjm33ZFRKSkQI6hiw6smHena61vX56tmxmLOuT9gOwwhiDDWfJxzJ2f98mmuur/02ZPr5ZwzTClOO76sdPOhf++8cYHscI5O7V7xdJM+ZcccO+K2uCfi4x6jXR9P6BVhcMN9ev/KUo1G1JoWeZaYTFYYh+u+fKRapx3piNDCzw6gKgOL561vVq7cVysvIN281XwCBAFmVm7C7H4NXhl1jHNdFvMJBOEvJnwRNuRETlDkQYipAbOTNs/4bti4wR+//tjDzzTpPPCHIQt3pcvMAJHdKt5fsfcOblDGvWdmfF7j5Y8XnbO4z0za/cuYkd8P7N/yqb+XrNN++OAxk5dHZjk68sjYNi4v/lelv1ds1mvgiBEjRy2JyNYpVmWJBfiF1aPr3u1yvTPpSIrh02+z+B4TgpSEzRXq9ynx2aoVbtuCqgohUJFm5+5fPOfRpt+5vlz03fRZZb4af99b35brvXWzGuD43Mix410vd6uzODUVG8aFrRUb9b3302WLsw0NUUtK/XXelHvrdvxbz7Vdlx8aM3fGvfUXLwWMIaBi5lUuzZk9yfVan3ID1vZec2DYksPbLkPCsOJOWrB0z+jlGz/qO9z12vAXRm76du3u+ZG5eZCZVsqicRNcDb8v32/rz0uWv/ZxX9eni0ZGZOcyg+ccatBugOud4R0OGtzMO75zgeuFPtXHHD1BbEORgB5IXdvgscda/BZnUlLoa1Al2eZoQ6cKFb7eeFkyTHrrdQeImrYUP/2LWtW7bqbcAmJCgSD8xYQvwoacyAmKPAgxs2BG7LKRH7Zu+3W3b77t+22vTu1at/5pQ4qHGDhl87Rh47YlWhQTS0+PWDX716VRGcxrO+fWD+76xcftP+v6zfcDe3/Z9sPOA2ccTOMmURQZsIB5adeEwZ3b/atd+y87Td6TYTCsqirWHU/ivgVjuo1aejRNYhq53eMDjBHMOjdp8fbh68+eVRjLr2kAZaRz5fy0Dbv6zdv01fw9i+OTV87/fdS2+ARg+HDm/oOH+v+6dfYptwdRmhM/dcn2oWtPR8uMAhnoXpJ+7rcN23vN39Jxxrr2M7YOXBV7DhGSX8lR81yOnbfi9x7zt3SasfbTydtXJgOiYTk3dsLk1Z/O3NR1/s6hK3Z8M39zu4krRx/OyYGMIWKoSTOX7Oi/YGOHWVu6/Lp7UVS2ahkMIE2+uGTdzv6/7V1/gVpMSUmMGjp7++QDl1IxYxAoKvaZsT/UKlX1mxhkoSvPVzBW8vIY9yd9V+fRZ/ouzUbWLVcdIIQgYqbtjp/W8ZWX+mylDnG7lX+rUYIgCMVd+CJsyImcoDiAEFPqXP/VegnBEFGHc7+jQ4ggRMywOffqFAEADZ+v8PsDtq0BABHGCCqAeX2B/A1+hwYrDCIIiGH4OOc+444LH1Odc4f7DbPABASMoIw0x+fl3M8DTkDXfNzHHd1AUEXUsm3OfdwkBEFICn4cI6BConv9we4JAc59nBvG1e8BQEx1H7+21a8hBBEmRvBCOHc4d/I7L1iEIgghVJF25UU/547PIEgFECGImd/vcO71axBAzDSTcydgMy144RBC6s2O6lij5Cs/RnHuVVWIMVQ82Md5xriWjz3zr6Vx2DTZ7SZkQkgNPzy/rOPb1dps4Zw7mBHR70AQ/krCF2FDTuQExQSEquyRClLy6/oG2xnlvwsoiqIEOwQFOyIWICsFO/mBa5sL1EPGCKqK5JH+jWr8EMqKKqng+qfkEMpqfrNEBQBFUYNVijGCKgCSouY/Vv/jxyFQrnRZlBRVUkDhesPXejBKV2snI1j4I+q1/aNCbRslRZUL1DZWVFVS1PwvEoLCWxECSPe7o8a/Xf7Rd+ee5ib2eJDJ5cgZ7crc9/LIjcmObeA7aOsAILZskrhxdJ2Sd5d/4aNBMw7lcYuIJwiC8JcRvggbciInEISbg4CZesqJ7dui03WGVRUxS70csWfzwQRZ0/U7yQhQfs9GDHPiD65Zumjz4TOpqsGwGCkQhL+M8EXYkBM5gSDcCgRIdwJ+i8HgUxeANcvHfSZB/07nRwgRZqaPcx7wmppICAThLyV8ETbkRE4gCLcBQaHn/xAC8J/0YYYQABWAOywIJQjC/4zwRdiQEzmBINyJ//dILnIHQfhfEb4IG3IiJxCKBAhURVEURVH/2zn5EKj5u/pPbuZvvEsIIL6+qQEEqnqnUzEhUNWbvxUCVVGva0EJIcFYjCkIwv+E8EXYkBM5gfCngxARauWvjAx4zf9iAh4ERLd8nPMA59xn0NvUDriTPSKEsOazCSY6uro3CLDu9XPuMzC6/SGwZgf8jn6zsQZmc54/Y+HK7jExFUJ9JkZ3sHtBEIq28EXYkBM5gfAng5joSL50bO1PP0+dOWv2hkOnMxSD/gdpAYQq1mzp4t7188aO/2XuwoX74rIBun2B5tvA1PScXTqy96DtOdxECoAIAkR15ULExlXz98S6Eb7lITCmULkQuWPj4WSk0z/c+GOCUcqJDcvXrj+boTMMIERQAcRvXpo2qPekTcm6TsiNdywIQnERvggbciInEAqBQJE9Ho9H8ng8BZbQQ6BIHo/H4/FI8rUBc1WWZBVANfgJqWD9AwxVWbryEUmBfziAx+ORFIAQgpjaODd62ZBGLd+tU+nu8g0H7MnmPipd7cwEgVLg0LdoNwQUYvK8qBmDv2rYot7T97ve+uF4DnEYvtY9UZWvnJJSqDzA1avLP87VgX6MdEs9NKKW66HGY3cm+3SiqBCqsmpwsr3PM/e5Ws4/j5hJCowfKNcOASBCiGgmyFjx1TNPvLdQ5RZUVFWVJfeVAhCY6BQeH1LV9XDlKbHcIbICIFABs9DJ1f1e+lvpFqtiTIsVHu3ACKqy5BF9EwShuAhfhA05kRMI+TBGQFYQM/yc80CAc84tglH+PHsKMvaIAAAgAElEQVRiX3nVpxOkqhAhSGx/IGAiaAV/ap9lIEVFGGMMFQ+yvP4rfwR+vwEhxBgDRbmyJC/AObdwcB4+xBjrnHN+ekqHD97ouU/lPpLfPhACVWZXduSYGpQUiG+aF0AAmK4ZnHM0982Kn448mK35GM6vlKRCrDlXDu2lEKoAIowgUBVkFf6rtfRgmWZKrKyjY5+v+vaYs4RzPT9JAopEHJ7wa80n6w7em0qMYHVjjICqIqJfvTqbAKACzEyYtfa7Nyt/vhpxQ85VCLU45w7TMIQQYYOhlMWdy1T5aofq00F+MqIqwMt57vp2D1eov/IM0ym9+ishCCAzvQHO7TsuNSkIwp8qXPE1DEROICCEEMJIlYHh52rsuiGf1GvQ5L1GDZtM2H5RJRoizGuQ2OXfNGzQpEnD+p+NXXsRcocqSHfvntRz8r7cvO2DG9at1+DLwQujFG5DWZElxrlyuH/HD+u/07BRg6at2/0aY+tEkSQtwJWz84e0qVu/SeNmzYduumRZJsEQIai4VZ1LO0Y0afhqj33KtZyAGA6Jmd+iSaMG9et+MWzWecYdfKuGARipnhxV5/FjXnq41fCDOczHMERQVakdoFm7pn1Zr36TJo0b9ph7TNb8JgUqIqZtXdz4bYO6DZq1aNXuqw6tG7UaPP9wluGlABI7YWqdUm+PTeac5kkgPxkBiswCPHJ0lQfLfr3pItYNjBACisJ8HF1YN7Zd3fpNmjRp8u2yGGJ4NUYNkLm6T52n2i+XbV33Gxk7prWr3n7aoYvYZ2CADAbPT2l812P1l2dzC+YPX2AMZY/qeN1TGpV95ot1OVe7NUNVpY6dfmTywHaj18Z4iJdiMVogCEVd+CJsyImcQEAIQaAgneOUI780/lvpFz7uMnnVugVDm3SdHZetem0NnZzRrnL56p/N2LBpQud6lR+q3mXJBbcVCKRNqfvoXQ9Xeb5+x6lzx3etU7L8OwPPyBwjzLMPDW75Zp3Ph0yc9evM6TPnLT6cyhBAtiOfm9a2RsU3Ph62aOOqfm+VfqRKx0XxjDKMoCoTH0f7fmzWqE73/JwAQEx17cTs+v+s0XTUwpWTB7Sp9dCznRZexNyA0s2nGwBFon5+YXzNMq2HHcxhPoZUgA0b52wa+M5TVd/uNX/LplGtqj7+WKMf9nmwaWk0fnHvV59p3Hv56sU/dHqr1N2VGg/YeD5VAgQRXT81ulKpxsuydVpwDQOEADM9N377ph1RqRImBEEAsOXAlCVdX33qxWbfLdyyfkjTCo8+0XpqJGC2F2au7lO7fJvlOue5u354pew/m345LzYtV9EIgohg5Ek8um7LkcuAFbrvhwpgAffyj0s+3Hx5KtEwggiqsqpzO/qXjtVdrrvaLY/Ps63b9lsQBOHPFr4IG3IiJxAQggBQxy+fGPlulYrNfo4Ldlvyq1m5ADFNSVv1VdmyXyx3B3iAc567qVfFF5tP2JfDuXvO++XuebL1/FMS5zx71/C3arw6NsLknJO9/ardU3tStMQ554FAwO8lMrK4cXbeF3WfaT7vPOc8wP3azkEv319/7DmVUoJulBMgpqUvbFPuhX4Hgn9LSuT0Ov+s3H11up8zcNOn6dfnBBRC3W+kHR77/iPPDTloBRsknZvVolStzluSkU+PH/Ha/U9+vSP417rj+6YtW09ICHAH5ALNSZ3b+qGaI6II/sM8Pwip4Q8EbIYRgkBFBjeSN33X5PHXfj4V4NzPue/E+LoPvPrd4WzNT7NW9Hy16jeb885Prnn3E+9NjPBy7jBytQ4iMRwecDR8XXCHCFHdvb5NqbLf7SImQwAiCBFhKOtCbOTBvcfOpUoAE9FiURCKvPBF2JATOYGAIFCJzUn04pb1Knfd5OGcufM8CqSMEl0n6fuH1Xm0+XqV23JWBuLcs/mjao0+n3/K5mBOs9IPfLbMsA3mtdIPT2n7eq0fj2icUeY98eObzz1899/LNh0foxJdIwDqPJC+ss+79d+fmMi54cnMo5wfGfLIQx3W5AFG/5gTeBSVasb+bqXvL/HIUxUrlCv3xDP/fPIh133Vus6NMrkJ5Cudi66/T/5DToCI1yufmPt1nRpdj3i57U7PwJxfnP3iIy3HHE+3vPK0D+57vP1Syetwnr6qV7N6zcdEG9xU3cQM7BrwVKkv5imI3SjyQjW/6AAEkAX8ubt+avvGG99HB7jlzsginMf8/MxDH81KlhyWt2nYqyWef7FG+erNp57k3KaqIheqjHjD8gUQQUb1nV0eLPnejCRbJyD/ghHVLSfAfZYm8gFBKBbCF2FDTuQEAoIAagFf1p6xL1er3me7m/uwW1YhgBBhXUMXf/3074+13igFDDkvB/l53sZWVRt1mHfS4mBOs9L3f75QhVT3e9P3j//g1VpjjlncVBUEZElxb/j2sZL33f2PhypWG3TQ4RycndT65ada/3LBxzUpVyJe59DQsiXbr8wDjCBFQl4O9/7QrGGd7ntl7sVuRWW6uavLQ/e5gu66++8ul+sftfssPWtyAygAIkQ13TAMnRW8jVdlN3b4+XE1y7QadiCLejGmAZa16/sGD7zY54TBdSknBwV48qwXHm7xQ0SKxa3MPd9Xc91b6rFy5Uve7arYaOjWFO5QSZKYxbf3K1+y7sgEzG61HhBCFRucXlrR+Y0ydUfEerku5eRhPz/789MPtpp+XvIauRt6v/VQuRYNXnNVaTk13ssNpNyihNHV/SLEKPn9y5IlGk85dzUnQAhiQjBhGiU3n2wpCEIREr4IG3IiJxAQBCq2OIlf2falh5qOOeFw7rcdn9+rYcw0mn1gxEsPPDH0IOfc8HJuH/mhVs2mP+5I59wzq3nZkp8vAojpfm/6gQmtX689NsLipioj3bmyVkDPW9L8ntKtl7k5z1333RuVa3y908M5N/ycJ0xu8ODrw6JlTCmhGufcf3zC++++2fe4zbkPQUiZfqDXIyVeG3nS4dzv9wcC3O+1tKsr/zD0ZKelpKSmZEv50RFCTJmucc5zpr362Kdjogjn3NRsC55Z+FmVR96Ym8Q517ycK2u/LP/SF2sSga1FD3ilVMs5lzn3aoZl+/wBx2QYAqASw7kwq3mpOsPO4huOExT4/iD1OcqhiS0qP/XeqnTOueZwnrmw1cO1eu3JoH6Wveqb2s902oPlrZ+Wc9XuvDabcy/Ft1s0ACDW9aSZb5Qs/e1OHHx2gBCASNdg3Kb1WyNOp5Nb5iqCIBQR4YuwISdyAgEhBFVAfY7n+KQP7vt7tR7Ttp45fmTXroVbD2cq0NJxzvwOZctWbj//9Omz+xf2aPB05fd/js7xcp4+uV6Z+z+aCxAzAt60PeMaV6857LDOvUTOSDxxeM/O3XsPHjy4bWb7556sM+uUZdkcJK1uV+m+Ol9N/P3smZMbBr1a7vGWEyMxM7DqTjy+++jpPVO71K72bJup284cPhmT6QG6biUu7PBYiUp91xw9sn/vnt079x8/m+omDENVQYaTOun1si6Xq1zPHT6TqSrAVFOzkk7s23X0zKpOzz5Y+7OZm/dHHI5LIbqf5Z4aVu/+ivW+Wx0bc3bXpFbVy9XusSYDeW0tecZ7j5d6pc/WyCP79uzdu2fvgTMX3JDqWAXE1I+MLl+i+pDjipfCW8zvh0DFOqfpe3u9fO9zH4zYEHv29LbRjSo+Vm/wLg91HJSxsku1Ci0XUc6zDo9/69576nSbFaVCCNCtihRCFei2vPKLhx7tdZBRihAMroL08rQt/euWdrlqDYtOhV6diDmGglDEhS/ChpzICQSEEEIQSMjiOHnFqLZPPVPlxZdeqlLxqd7LE2RsaoaGPWcntX62ynMvVX+mwutdp51yBwJUxUbu+v7vNfphK0BU81rZUUu/7/z1otMk4PMpR6a3fafaU5Wfq/Hcs8++9MagnTI3kSwpOvelH5z1xatPVn7u5Wr/rPzJnGimm5pmoJzE2V898WSlF2rWfvW1N1+v9c/yj34y/ngKcHRCdevguDeqP1utxvMvPPdM+edbfbshXvPrQFYgM3M2DGxZt269QZvSDIZVRSY2zzk6u2ODsk9UfrnOm2++WuuFZ6s+W3vEToYx9dpS0vaBDZ+uXL1m9WeebDxiUwb22QwR6fLhca3KPF39uSqVK1Wt/nLFUq4n6g5fl+jYOlABs3JWtH2kzHtzkWOrsnqL7w+oquZ3ck+v7Pn2U5Wr13yu0tMtft4vMa/BiAZy9kzt1HrUTsXQLQ5jVo9oWLJGr6WReaaX3aTfMsaq5KHcG9/nhVJPD9muU5b/OlLdeYzzvEWfPOt6oX9kJnP066cmCoJQ1IQvwoacyAmEfBgBBVLNDvBgtwAerFkUnMSHgyWL8rsIXKlZZPkD3G8ghCCEhJnBeW8AAGLavmt/AgG/DhWAMEZQBUQ3rhb14RbJL1lEiH39H46XUgwhgkBlTqHXTQ0DiDBGMHgCnPvN/HtlCAA1DF/hHQUCJkIIAogIc65ehZchqCKiK8cHPFGq9LR0zrnXCHDOo79rUvn5vsszOdeBgolGTsx5sWy5rjsA57qs3Dz8YgQBwEy7dgibQhhcwoh1h/t9JoYQqIhpNuc8YGg3rzgUXJnJcye8V/rJdusvUpr/jAAqCnH8dvb5Ja0eL/lW/1Up1DFESiAIRV4IQun/F5ETCNdgBFVF9ng8kiR5PJ5r9X+DpY0lSSpc2xgoknR1TSBUFVlWIcIIIRAsbCwFFewemF/8V5Ikj0e+Wr4YBesj578/v65ygaPkbyp89PwTKLT//Lq/V3flka6dIYTqtatQVAgRJgyn7Pqy8n2Vm/fu27Nbj74Dun9Y96Xn20w+lK37KQy+xbCj5jav8HT9cRGZfoZu3QkRAlW+dohrbwWqnH8aGAFVuVbb+Ib7UBDz5kYu7vb0A9WHrL9o6sHaxhCokPnYpd+Htnm+xquNp+67nEvs/FkGgiAUZeGLsCEncgLhL40wO2nbD9/27NKtW/cePbp89cV38/ck4ICfKlfGBDDWNfeOWUN/2n4pYJI77Y78n4NAIQbP2jt+eP/fTiJDo/jKIIiKLQ5OrZ62YMk+hXMfhjd58iAIQtESvggbciInEP7aINAKPZvgjq4hVb3WVAFCAJDNuc/Rwf9TDIYAMK/DuV9TQcHyCxAAYlgB7mVQ8sgAIbEWURCKg/BF2JATOYHwVwdUWZIkWZJlWZIk+UalA6Aq37onY6hhCBT5uuaNCOU/3VGU/Ec0giAUC+GLsCEncgJBEARBCKPwRdiQEzlBcfLHQr6CIAhCERe+CBtyIicoHiBChOmWbduGRvEtKt0IgiAIRUv4ImzIiZygWMAEA3dG8pnIqDMXMyRImFiVLgiCUEyEL8KGnMgJij4IIPMaOUcXfPPKfS5XpWZjNl/iPk1Vb1FsVxAEQSgqwhdhQ07kBMUChBAhyjlXln9dr1G7GfE2t25TPkcQBEEoEsIXYUNO5ATFBVDcwOSejb1ea9x01AnAvUQWOYEgCELRF74IG3IiJyguoCLRAPes7fpaq1YTTyFOFbfICQRBEIq+8EXYkBM5QXEBVQl5OTvQv/EDVXpsyeWc6xCJpYmCIAhFXfgibMiJnKDYgBARBrMunjuxYWqH999o8ePvGaqukfx1iRBCICYdCoIgFD3hi7AhJ3KCYgMCGZlcjV7Sf0iXYVMWbY1IzFMJwQghBCHCiDINibRAEAShqAlfhA05kRMUF1CVsI+TnX3qPv/mkAjGOafBqoYQUtNyX0g5snO7h/vJH2vkC4IgCH+i8EXYkBM5QXERnGMorete+90WP0UhbiIJQIQgooYhX9re9RnXXTXazj9FuQ5kkRYIgiAUGeGLsCEncoLiAioe7HB5Y49XGzf7IRJdXYsIVaz5ac7hoa+47n6hz7oU7iOSIh4hCIIgFBXhi7AhJ3KC4gFCiLCPc3tH79cbvvvjSZKfE0CEMLO5cXH5wLqlyzeZG2twXRWFCwRBEIqO8EXYkBM5QTEAEWZETk04c+L3aZ++/nrrgZvzAgEGVAgRIlTLPPXblzVdj9fvM/+UyXVVFoMEgiAIRUj4ImzIiZyg6IMAUq+RG7n8+3oVnqryxY/bEgE3gpWNMdNwxpHpX7QcFcs5N7GqQoT/7PMVBEEQCghfhA05kRMUCxAiqpkBzjkP2BpDoEDoJ7qf+31U8cgiIRAEQSh6whdhQ07kBMUGVBXJ4/FIyvWhH6iyJB4YCIIgFFHhi7AhJ3ICQRAEQQij8EXYkBM5gSDkg9e1jxDdJARBCIXwRdiQEznB/xYIAbhhJLvphn9r5xAACGD+vz8tYAZP4L++nOt2ihDClOKre4WQUfrvHwNCCAAAoT49QRCKr/BF2JATOcH/EAgx0w1DLxDYriBMN82rDZP+M5hSZhuapTNTZ5ZGaTgnNGKM8Q33DxGh1DQ0r8FYqE4AQqyZIDvj/MnoTMugAAIIdcM4fOwoVCGj+M6/NYipZli2bVsGI/i/+roFQfhfEb4IG3IiJyg+YEHXb1NlVefOuaU9W7TquD7Zxw2gAogQBABS08w9s7RzwzojDjBuXq18fKPd3OzIKqI+Lefg1uVPfjL24a6TK3Qad0+vrWsvqoaOgyMGV3dUcKfB14PHueHRrrwefEPByyy46doHVRXqXnRy26rXvhru+mjp1EQJm6RgxC54LHjdgQpuLXQSAFGvDeMXd7i/xMs9t6RzB+e5VT0ANnR5/qF/tFqRi3WN3NGXJBMvd+8b//VLd7nu+nuzn/clI7+BRf0oQfjLC1+EDTmRExQPEGGqm47jeL1ex3EsnaIrURRCiKhumTbn/OLSzm/V+3h5op+bQFUBwMyyvJxznLCs3cuVv91NuRXMCSAimmnZ+p3c6wOANFNNPPP7m036uTovH3I0x4vklDxFgQhhYuiarTMNI4gwodQ2NINijBBERNeZQTHVNNvQvIZmaZQUCP0AYk1jtqE5huYYzNQIhggi5HCefXTV658PcA0/kQJ07tXt/CEBCADxcyNx77p6nUe5PlkxvWBOACFCRNc1rxH8xzR85WCYmjrTCdaubDUoxld7TCNmWnL8subPPtZsThy3sayC4OMJYqTOeu+RBz6ZLRHjtkkBBCrQuS9lXYeqzzYesiPHz1SPAsXSUEEQRE5Q0J/9W/wvgAhTDHJTEiKOHjp69NjhI8fi0hTGWDDCEmaYSlrEoYMn48+uHda8doP2q5N83FAlpPuZ+2zk0YioqL3Lhr77UrXv9wRzAgARZWr2+cRzaXkQ3XiIvgBmeDlHF46uvPftIa/MPJPKOXeMgK1RgpDqSb6cHnM5K10mFAN3Xk5scnpyjqIgQqF0KSXjggd6MjPOnk+JTE5PzHDLhFEI8wcedJCRnnku+fLR+EvHz2eez5BUhj3Z6WcvZm5Ys7B6uwGufjvWRV+KSrh4NCEjXcUEEyDnxSclH0xMj0/LSU5351xdlQkRJoQRNTMlLSrpUkRS2ukLWVmAahRjhICcl5iSnSaDnNSUk8lpp5LTL+YBRAiBECJENQMkL+hQrWr33Ta3gHLlvh5CREwrfWWzhx/4bGmOod/mhh8CFVjcH/Nbq8/aDN7h5lxTxAiBIAgIIZETFPRn/xbFH4QqtbgUu6J3Ldf9lWrUqFblQdffXuuy+gwwNYows3NO//p1ddeDVV58scbTD7pK1+22Kcn0a1CDucfGNbm3dMXKVatVfrxEyadfGbEXcRN4PBJxAvFTm5ZzuWr+FA+oTm6eFWCM1PPnYjcfPzV98bx7mw6vOOL3XyKSthw5vSw6PUMhdtqemh/2c7We9N0pHzfTN6+a7Xp5wFu/xsQxh3uOtvxi+KNjtrbrOPBvn04s2aLn3774bexpZulAUpEBpaSz2+t8OtDVYnzVPlNKvTewfMc9Z7h9+dj2j/pOKtd1/AOfjnR1mFix9/TKvaZWH7hpbSYzdMOdHPntqJ/Ld5v06Kffu96aPSZOQhbBAEKEma5G7Vn1cot+//hs+tNdRrjqDak/PzZGZQZDuafXPtXm51qT1rz76UBXu/EPNOvxyODDOzM1S4MAMp1mR4+r9/ALv17mXlS4oySEVLf3fvfkg7WGxmo6ufWsQaDI1O8/t7LtV58M2JzBA0xWRc0IQRAQEjlBQX/2b/E/AEJqWjlxUXtX7swOfqmZg5o+9lyXtSmY+wzPoYEv3vdi24MS55ynrerduHGb5fE2596cJe3KVHhuWpTJOTcubOz8WuXv9jBuqR4P0B11/7TebZvW67YoGmB6i5ECQpG0dcnsmt//+mLvn+9uPeqBjtNeGLLwrQEzK089EZVNeNaBeh2G3f35zBFnHG5k7Nyw6G/1Rzb4LS6Rern7RIc+P7maD7r72w3TorP2LB7najCm9vgT57w6wRScXF+r/RDXv2a22JLNOUvcvbHdgtjLlsYQCXCunFj9Rod+ruGnMnQf575AwLQJghASQjXOOY7pNvonV6MFUxJlbBIEsKGhlNPbarb8ztV57fQLFs891nnQKFeDka1/z1Y0osRve+nj4a4PhpWfGLX3zOmxY0e63pzUeVeax6tRqFMQN/GjUtXHxnMD/6F5FKVUOTCiUqma0xN9wcrRN/uJEII+zgMnpjWo9+bgXYD7iOhYLQhCUPgibMiJnKA4gBBgqHHOPdFrfu7SY+SYLm8+8kLHOedlR89Y9/HTZb/Z43Cco3qN6Nnt32rQdtk5zvm572uVaj4plmkMayQtYnbbWlUG7GHB+QQQEMvxcc65o93+6IbDOdcvRa0p8faQ2rNi0zjnfl/Ab1BKtNT99doNcXWYMeyMw42MHesXuN4eXm9RXCLzcvfxf/X60fXhTx/vpdwnJx5fX7bB4Go/Hz0mW5znrpg549H3Bj0y7xLWKQQQmTb3aQxCVZWBZsbvWV6rfX/XoCNnsgCFwKOA/FtuoOZCylOPfzZ8tKvB/EkJEjYJQswLs48sm+xqMvmDxedVTqmln92yuOrHA++ZEJsFMEzcVu2DgXd1X/ZzvI/7UxYtmOOqN6r15tQspmmYQXlN32crdF2n25r6hzt7Qpkqrf7ygTLdtyCfBm585w8hpgbKTf59dv8B/QaOm7fqdKZuUiAeHQiCEBS+CBtyIico+iDAuglyozf82LTlu80+aNajZ+d6T91VpeOCi6qfnhhe44Gyg/doDMqU++MWdmzY+KMlCZyDtS0fv+eDiafd2NRsM/vU4i9f/+d3u/NzAoSx6snNyszI8ai3P7yiQopyI3cvu/+doc9PiogEGpKkXAUATPTLe19vN8TVYcaQ016up21ZM99Vt3BO8MGYLoeYyTxxB1eUbDC02vgjEdDhWsL4cVNdjQd/ss2dAQjFUFXkHI8KMAKqSizvhf0rXunQ3zXoSGwutmiBFQQQeIjBMyO/KJATEKxROW3u+KGuj2a8t/IC1iGgVtyuRc91+N41NCJNQShxW9X3B9zXfckvSQHOkufPneGq+2ObLanZmq5hCqXpbR8o32md5r1xTgDzVrb5e5n35ydzA994igCEmJkoO2HFqE+/6jZ41vrdidlUI6LgkSAI+cIXYUNO5ARFHQSIOUbOiZltyvyjUs8VpzIMznnM4Lff7jQ5XuZ62q8tSz72Y4SP5EkONyJ/+aDKy5+sTuKcH+35dInPZyV4gKabpidq3OsVnh18gAbXIkIINK8T4Jx72Z2cAPEyz+l9y++vP/SFKSfOEMuAQIUIIqLJkZ9+PtTVYcaPMX7u5J3YteTuN4ddlxN8fZD5DOnc4VUPvjOk2vgjx4DDzfgffpxyV6PBr63NJQQBFahE536NAagClVpO0r4Vddp/5xoReSEPalC9Ok4AVSUbUJ56/LNho10N5o2Pc8sMAqQxKXX+uCGu96a1WJAoBwgwtNObFlVtO/CeCTHBcYJn3x/wj+5LpiUFuH5hwbyZrrd/+GhLSramaZghZW3vquU+nJ/r1+AfYj6hTEqc3viBMl03IJ8GlJvNEIAQIejn3Dky4e233hi+n3AHi2cHgiAEhS/ChpzICYo6CJARMFL2jKz1+CsDozjnHJ6Y2PIJ1+NfLk8BjokPdilX4rWhpzjneYdmNHG5XPW//T3e5Dxz2tvlnmgx1805x8f6lnW5Krw5dj/kBpAkmZj8/KYhn39Qt+fimFvPJwieALGZ58z+FQ82HF5zWmQwJwAQQUg0PfqLtoNd/5rRer9HT979TqfRrpZjGi+MTcifTzDG1fqnLoeZT5fij6x+uPGwGhOORQLDsnH8loVVPxnm6rxweoKPc0u+GDls7pkLXp3ICjC87mNr3uw0xNVu2dJUi3M/D5g2gQBijek25xzHdBsz1tVw8cJMnXN/gBFDk88eXVn+7YGu/lvnZAU4OtP3h59c9Ud8FJxPkLC9RqvvH+i1bPr5ANcvLpo/2/XO6LZbU7M1TcMahecmtSj57DeRWoBcP1AAKdXU7f0fLdNytezVIbjVpEEgS9jxJa1t17p55yUJnBvqTTMIQRD+WsIXYUNO5ARFHoSAWn73mTkdKrnuKlez6hMP1O/0VcPH63SfFZNj+wz51G/tS7nuf7LSw883bj+gU+cGrVovOG1xr5YX8WON0veVqVC+as0Xvu49rUOTyt02E24Dt9vD/PzoiHcecblK99qrYO0W6w5QsKaPo7lP7l7seuW7GuMiThLLhEDNrwWcd2b1bNd7Q+/9ePQzA6a/NHjOk6/1rzX7bBxzuPvo+x2HuhoOb7df8xtSzIGl99TuV/WHQ8ewpalQI9KqueMfbNrH9dn0Z7+dWu6TURU67TnJTSarEsAWS589+ecSDfu7Ov7yTK9p1QduXJNh+L3SmYjfm3w1uXKfiaU/HuJqNvLhblOf6T1rUAQijNokbc3caa53BpftOOO57j+6Gg6rNy+47gDmxW5+smHve75cMD6Rcz155swprpeHfLD+coama4gwpp5b3uSpMu8uucRt5LymLJ0AACAASURBVCl4cw8RNbOWtH2izEfLiMNuPUEAAhUY3Je08pP6b38xL8bh5h9HHQRB+GsKX4QNOZETFAMQYUaQknUhMuLY0UP7D8dne3JSUjMyJUAIIQznnY+OPHzgQFRCukpAZsr5bJkQhHVNTYs/c+zQoWORMbnU8qSdS8nDlCAIIcJUzr6UFB+bnCEhdAeFdTCGsic3Ljk9KUuSC1U0IAZ0x11KP5N0+filnEzJc+F8WlKOoiJCoXQ5NSPmYkaKBxMMFU9uXHJ6YqYkI4whgFSjUnZSSkZ00sWj5y4eTUhPzJQVghFCEELMKMjLSbycHpV46UjcxWMJGWkqoRS6czNPxSQfSkiJvpBx7nLayYSLR+IuJeQihBAlGAF30oW06KRLRxJTo5OzsmF+fQKouBMvpsWl5mSphGE1JzsrJjnjUp4KMEYIYmbr7sOD3ipRrddJkxvXyjwCpDneYz88UvK5oScki+Bb3/VDoAKT+xJXfNyw7teLEzi3oSpyAkEQEBI5QUF/9m/xPyJYm8hxHK/jc0zGNEPXrhTUx8z0eh2fzzY1QoimGwxDiBCERLdsx3G8tsUworqlX5uuBwkzLNtr3lHVXoQQQphQy9BMdv2gAsTU0jXb0L060yk1DM28WsdQY7bBdIJggY/nHxBCRJipa15Dc0zdMTVLK1ClGCJMr20NtjaAEBHKbFN3DM02NEvXvIbumFqwxiBECGNqGZrX0Jzr6xgS09AsjTIMIcKUMdtgVys4Qkg0L0s71vPNe2v124W5DhUVIgBUwozD3z1ZqvaAvVDT7+AXUmXi4+rBvm+9U3/AppyAJuoYCoIQFL4IG3IiJyg+Ctb/L1S0v1BfgJtt+EO/gRv2TbjtCdzqxNB1h8lvW3DzjxdqT3CDbgg3aJRQ4MVrB73xDv/w+k0uBAKk+Rwp6td3X3mx64Z07kN5edjmCVPrVin1wfQspOt3lDhBoACDm7ErBjV80uVyvTthv+h3IAgCQiInKOjP/i0E4Q5AhIlmmqZ2tQkixMwwbVO7benn6/ZDmG5aoi+iIAjXhC/ChpzICQQhCAIACo8fgP+k8BCEAIDrdiUIwl9Z+CJsyImcQBAEQRDCKHwRNuRETiAIdwAWmVrF//48EEEQ/lzhi7AhJ3ICoUiAquzxeDwejyRf7YD8n8AIKLIU3FWoKglCCBRA6HWrEYEiSf/+ITCCqiLLN6pdAFVFLnzxQJE8nkKljyAEFCMAkQrEogZBKC7CF2FDTuQEwp8OQkyol3MeCHDOHVMn/+k9OQSAGpafcx7gnAcs+t9P84MIYURtnJYqWxRfuUGHgJiOn3NuYfTvHAICxEwv57ZGUOGVEIgwM8B9loYARBgjBCG1fAHOAya++ibANDstx60qeabBRFogCMVE+CJsyImcQPhzQYCZF+dEzu1SserLdWq+2H7Uwhg3N8i/XwUQqjKxeE7EuO5Nn65a6403Xx2yNkHCJsX/VVpAGSMJiz98/oV35yZyL5FUCIECdZ/n8PT279UZvD4VUv0OMw+gQj1gJ6wb8c2QKRGZtleDwWuEEDHLzDmzZmSvbktidK4DRVGQ5s3aNbZ187fG7HRTSoNrHTXuXFrZv94TDcYdyTK4DkX5ZEEoDsIXYUNO5ATC9QpWO7jNy/n/7zYfuGFhhKsvQ4QZUtJjjm0/tHHsZzVeeOOb3W7uo5J6fVWC2z5GhwBTQ0mLOrBnx+H5HSrd22jYkRzqY/hGO7p+T7Cgay8TqtHkKe8+VKbl1MQMD0EIQIiArGgB/9GRlUuW+GzNRawbuHARhpucK1QlYHLnxLgPatTtvOmijxvBUocQqFDz2en7JjSp9tLggwa3gCTLquYzdvZ59P4yvXflMsauftmAJM9vU/2hBn0P5phcR9c/uxBzDQSh6AlfhA05kRMIBWBCNY0xSgkhlNErNQsxoYwxRgmhjDGNXakBSJimMcYYpYQypmmUFNgRY5RSQiilpEDtw6t7IpRpLH9PECFE/Jzzk5NaNXu1xz6V+8iVnABjmn9oWvDQNwEBJprGOc+b/trjbYYfzNau5QTBq8g/tHbt6hAmV16nTAtuCW6CVNPPzny/zBuDo5k3oJP8UwKKRH08dlqVh17ssz2FGPq1HdHgjvKv7tp1Y8IYIxB5OT/9S5u3WnTddtnPdaBCTJlGCTG5P/vo1Dav1/rxqMktICuKQr38+OhyJWuPinAzRvMvT1Wgzrl+qNOLDzYduCNH5xoukBVgwjRD127T1EoQhP9n4YuwISdyAiEIAhWaXIuc3a3OQ64S5Z56+F5X25kxHmxRZhruxPlf/9NV8vEKJVxl3um+No75GKR21tw2FZv9sH37iHcevP8frvIvfrLwHHeYR5JUavujfqnzbLl/lCj1UMmylZ4fccJnEEkGJidRC9u9VvquBx9/7AFX9W/Wpim6RhBCUJWwl4M9PzRrWKfHPuVqTkBMBhLndbin5MMP3+t66o2PVp7nPqbcspPA/7F331FSFGsbwNtrRskCAgIKKAYQA4gJkCwZFAMoBpIRUUEyLDkjCiKSwUDOSJKc4y6ZZQPswqaZ7q7UeeL7/bFLFFA/upXw/g7nHpnZnpmd4Z7nmerqKiJn8RAcG1yxQNOe69P1sM4JJYSZYSvxj54N75dyFyuWSyrWYui2FCuoU8oNSz218Mun/ndvgSIF8+fLd++tUrE3hyw9YYd1wjRtZbt8udvPpyH7vJMZRJG1MMSNebzQk52WJQvT5JQowgF5/8RPq0i35C5WrGj+26WHPvjpUIZlaZRwI8JSVsbUlm7NU/yB4nlvkfLV7fpHkhM2iND0tNkd7smTr2ChIvnvlO4o+8qIzRpYRFYUVQtGtvYvUaBSzJZznYAxpvp9OsDxH18tVLbhjAOK42iMUkoJNUNOyuZvXpDy1Ppma2b2WQ4v/70ghP427xLWddgJEGOMqooWBN/G797ILxV9f9JWH4B1eOKExUnpasDhyTNblsxb4dOVFCBjS496BaQqX65LdABSx75aSJJuKf7GVOJkLu70pFS2wfxEsCwHDvzwbMFyH85NcCBE/T5ZVglRqQ3Wkd9aPZz/uS/mJAYBdn1X4X6pzJcrVGEInr1bAPujX92alT7K6QSEarqeOu2dPCVbzPUBBDPmdCyf65m3l52EkC6rlz2TThS/FoHjQ54q0Cy7EzCVGgE7fVtM1YIlGgzbbQMkzH+9wm13NR8X7w+ETd/Sz57KXbrrToBA4rKPni7zwsdz0yGi+f1Ed7RlHfPm/mAJ0/RLzCTk/Mx4AqOEGKFoysbF00dM2AcAAOlL6jwkvRizxadHw4Z/e/+XpBIvTo0DAGPL8MZVXm23NCEYDTl00ad58uX/YqHsRAIn1g5rWqliTPY4wZlBEiH+9J2fKD4RhpMzXypautXUOOoEBKOEUCNkp2yb3KKQlKf2V0uOWlGT4L6MCF0jvEtY12EnQIwSlZoQPLG8Q8UHa/bcZEFU+BUqDEPjuqVnHBnTKE/p0UcAeEaWBXBofI1n63SZHw8gj6uX/66qQ07YthMNn9406rXnKvbdoEEE6I4BT+d/7O2xC/emknAUohGT+kQE6OqBr9Z8/tNNOkRZumqD/7e381fotMnPdcH+1Al8iioM80DvZ3K/2HP50f279xxJjVsyuNqjRVuN3x8CiyiX+xp8cSfQKLOj2sEln9d64JVZWQD0dJYN4Y1dyzzx1pT9vqB1qFP5e0r13AoAANFtgxvWeO7TPwiEWSY1w3GjquepOySeaX9jxwNKuDCjAFpK7IYlq3ZsGFK/SMWPZ6byMD+xsPWjhdstEWAoOoR3jWpSpV7bxcejAPH9X8xbY8huwzCtSDB1w/A/dYLL/II+EYbEEc/cV7/L6tNa2Mg+OUIZF7odjIQcSxe4qjJC1xDvEtZ12AkQo4RoIZC3jK1RvdzHizIgwHwqZYwQygyDn5jfqez9LeZkOIbqz+QhSJ/ftEytt3/aYQMZXzff3a2nEKKZkWDKH0MaV356wFYbNGLAqcWdW7+UR5Juq9rnx1+WrYv3h0Jgxk9uU+/ZxqMOhcBU/YqwnHU977v3rZmZRNcu2Ql0w179cd5cUrZbbr39FkmSnvh4/E4L7OzYJIosy/KFCfqnTsBFyMrcNKzlI+U7bjDAVLIyeRCOjquQv37vrclOxFkV8+R9Zd8aM2fe4p8Ht3jhuTqfzMoAEHKW5sCSz++/942xmVz/qxP0lDLdoFnJBzcO6/Z2tYoFHy1fseidUrnP52eKQNaaTg/fW3zgtqhNfBpE9nzb/KX6Hy5MBMicXiP/rW//lEiEYYQDKRtGt3j+yb6b/k4n0MIQP7JS0UfemnyC2uaZBkAJoYosE1XBqxQRupZ4l7Cuw06AGCXUiETS/hj29IOPdFyWCcBOpWX6fSrl3DJ44pQWdxWuNdcHVsbJEypA+rwmFWu3nbYvBOoPdfPf3WqyynQzEkpZO7RJ5acHbHEgQPyZMgsBnF7WoWXdpyqULFiw3rgTFmgHRr5erkSzEfFB0NNPpDEIrv+6YNEPFmVRXVB/pmyCf0Xv2q88235FBphqhqzqprXsvbx3P1jtzQ/eeq3562+82bx+zeYdx68+bgZ1qhJKhROJAkAkbJ2ZbM8ZlbPSFAsODahYoHG31SeIqRARNdJX93zp3gptt5hgpiWdJABHxzxRsunwHalOWN49tf2LFV6q+nyVKk8/Wf6tb37e5wOTyYqi2ZENvR/L+0LvOC6uPE5ACRVBR9419b1SklS734p4EwC2flrhhc+mpIiwvLvfy3lKjdgHWlpGAMI7RjYsX7XN0iQAc/Fb993ddmaqIjMjFMrcNrj6IxUHbLXPFJ7LIYqshyCu39P5n24zP5UFDEGzX4Nu6dwM6dx2HO2aWXYRIYSd4Dz/9WeB/gaqUh2CGeu71C54f9MJ8WEAiEQgqvmF0HT58KymBfM3HnIi+wM9PvnNIuUa/bCdAGT80Oj+fO9PI0w3I8HU9SNee/G5wdscsBTVdMJn/gGE+JpmtxVoMk0BMLaNbV2uYM3vtmXfyX5+u3iuBt8nEl3XhR0CANgz4u3Xa3+5GwDAYFzTjUOjXshX+t1FQYBoJBoFAICAbTFCKGWa4d8zb9zw4SO+XXHI1AXNWbLIDAQBgP34fMkPvttjAEDUNgNm8qpBL+Qp8/lvOf/n3Nyzcq5Kn/+RYgb5lnfuy/vS9z4ACIWjUQCIBnSNqarKzWDm9Dfzlu2wwW9e+Ws3UXkAjLif2z1atP73JwEA7GPT3y8vlft0foYeYqdnv56r4Lu/qgDAdv/coqB0a83eGxODAId6lM7zXOfNEQBg+wc+e5tUst7YHTpYV+wEVPWRAMhLm5R6qNWUfaoT1Bil2as8nN45vnvTN7rO3Jeq2jrDXZgQukZ4l7Cuw06AGMteTidgZq0e+ErBe8tUbPDB++82a/T8NzOO+FnAtvUtP75R9o48L37Qvm2zymUffbLV0PWZxAqGTw6rUuDuhuMJ061o8OTKQVUfeqrrWg0iAf/uX79p/3rDJs2aN21c97kHyjWO2Z1mcx6w+OFRr5V9oORj9du0b13vwUJPvP79mlTTdHhm4qw+DZu1bFGt4n2353u0esPXG3WftC+FBK2Qf8+MeoVuv79as9ebNW1Ut0bTzwavPKYFDSLLzAon9n+kgCRJRT5bF7Y1RVG4Fc3cO7tv2zrNWzZ4pOBt95St1ei1t94bv0nTA5aZNe+bl0rkLVqz7cdtGj1erFy1LjMOMN2yTGVbTDXp9uK1W7zWpHHjxg3qN+41dXeqiBpEobqVMLtmkYKvzjga1emVYpoQaoXs40u+eil/3tI127Z+q3KjZjUflB7q8FuyGgiKpF86VZTufvS192s3aPrma+Urlm740bxDNoTY3omv33NHkVdea9S8Rc1GlZo99dyzXVbqECBXuGaAKn4lDPLcD0s+1OrXg1mBoE4ppZQwI6wnr+1dQ5LuqfvdmlQIa1eYh4kQ+jd5l7Cuw06AslGF6hFTObpp1sD+/QYMGhTTp+/cnakq14UmDEPe8dvwAf0G9evT5/tFu7LMqCNUqilxv8+Y+sdByrgwdH/ynhUL5u88yS3LIkfXTvq2f+++Awb079d/2NjVyU7UoqqiCCfATu2d931MTL9B/foNmrXPH3RMoenMf2r9jJ49ew8a/u3YceO/HxHTvdukFcfTqalRboVPb5swfEC/AQMHDejTY+CEubtTNFujhDChywdXz5o+fcb6I7ImGCUqN4L+Y+tnjunas8/Qb8dPGDt6aP9+/YYu2S8Y5YapqSfWTB7Yr9+gfn1jJq1P0OygqXOasKxv42drfTJicJ8e3foO/q57q4qlHmsxZC0JhoSqCkeL7fNs7jIdY40wl5UrtQKmBYScsHX+4IGDBvX+pu/8wwl7lqzZeSBD1Q1d0zJjZ48Z3qdbt/FLd6ZlHNy0ftWRDMMQWkBPXj117IBevYaN/+2I4j+4/rctSbqj08sN/HOmZPotCBz88oUSZT6dclKE7ZzllqnsZxGAI5PblCxUe3ysCQ677CxMhNC/y7uEdR12ApSDM6JQYWTvFhAFAIjagucszMcdOHNzyNKYqlLGKLcjUQhbjDFKKdetCIQdnRFCuBUIn/snEI0YRCGMc05Vwg0zdPYJbK4SQinlQgQu/ocT1DROKaNE0c6/Lxq0s3cEYIxmvwCAsCXObkOgWVb4wgeKRi3GGCWEndlUIQoAAZ0RlQlT3f5Nidz5hicAQMACAGd9p+fKPNdzcRaAriqM69apPR2euuepXtuiYCvyZb95c0YJE7odhuy9FiKGHgiFHVNwSillwsp5NQHD0PVgMGiK7FUFjHD2GZFw0NaoFYoEDXb5mQBU8fEIRI8Nql/ioTdnHNRDOfMGqEq0UMhI3hDziHRnlfYTjoajpoqXIiJ0rbjKGP03YSdA56NEVWQlx3lLA1GiXOJWoirnvoxSoqpn7qNEVZTzjjjvCc6/6/zHP/8ARZHPf+4LHks9/yx59lEXjJFf8Btc+CznP4lKKGOcC01OHlHvNil30QeKF3vgwRL5b839VLMBG7IClkYIYYwxYQez9oypXqJQ/UmHICD8VxqQp4So8pnHJ0RVz3vq7F9LUQklRCVn37WzL0kllJ5/xJ8fXJW5A2TX92/lu/PZmOXJELKyN3CmhJthI2l9TLOi5TpOT0w9nUFNcdmhBoTQv867hHUddgJ0U+PCUNOPHYjds2fv3r17d+/avT85Q9VNg5+XqZquZSQeOpzi1wX/L+ftUSZ0mpV87MDRU6pu6Pzc1gZcMDkj+fiREyICAYNjIUDomuJdwroOOwG6yVGh284ZgYBj6hduY5y9S5NlW/p/WgjOvBRhWI5tXOIlCsO0TUGvuO4zQui/4F3Cug47AUIXbIp46Ui9hrYbvPxLuXZeI0LoPN4lrOuwEyCEEEIe8i5hXYed4LpBiSr7/X5ZyZ51jxBC6LrgXcK6DjvBdYFSphl29gWCAV1nKtYChBC6TniXsK7DTnDto4QK2/AdWj2h05vvtP129p7TInLFZfUQQghdO7xLWNdhJ7gOUCosPevAHz8P7tD44UeqvDdio4gGuYqtACGErgPeJazrsBNcFyhlnAsAsJd2fLlGw0G7dQhyGa86Qwiha593Ces67ATXC6JkEQd88z+pXKtuzA4KQYGdACGErgPeJazrsBNcL6jiF1GQ5370TO36A3ZrEMJOgBBC1wPvEtZ12AmuF1SViQ2BfWNeL/5M8+n71KjJcJcbhBC69nmXsK7DTnAdoYwyhWlG7NSGT+Yr1e7nk4ptagx7AUIIXcu8S1jXYSe4bhBF1gFO/vzhwzWaTN9vQVjDpe0RQuja513Cug47wfWCKn4tCv45Hz1Tt8Gg3QIc7sdKgBBC1z7vEtZ12AmuF9lzDJUFH1euWS9mB8PrDhBC6PrgXcK6DjvB9YLImaoFWfM+qVy7bj+8FhEhhK4X3iWs67ATXBcoZZxrAGAs/KxazaZD95oQ4HjZAUIIXQe8S1jXYSe49lFCNcfM2L1gxAcvP5b/wRc7/rTHjjgUZxgihND1wLuEdR12gusAZcLQ5cRdS8b1HzxqwcbjPhHQKDYChBC6LniXsK7DTnBdoJQJwwoDAIQDhsYI7pWMEELXCe8S1nXYCa4blBJVURSVUBwhQAih64d3Ces67AQIIYSQh7xLWNdhJ3AJpYQQQvBLPEIIoQt4l7Cuw07gAsq4ZgYAAMIBU+DJfoQQQud4l7Cuw05wtSjjmiDp8dsWTJv529pdiX7hCLwoACGEUA7vEtZ12AmuFmXCNv0Hlgxu8kixXCUrtRu7Kxi1iaKe3wqI4vfLMqE4fIAQQjcd7xLWddgJrh6ljDMNAOzVfRtVr9F9qwlBdnbhYUoZ04MAkaCt4VkFhBC66XiXsK7DTuAKqvhUE+SVfevUeu6TNX4Ia/6cgQIuDE6PLB/Za8TE2MyogQsSI4TQTca7hHUddgJXUFUWEVB/71m7YbUumwgYamZ2JxCGSU/v6F5SkgpX+WqlCbbqV7EUIITQTcS7hHUddgJXUFVmDtix37bMV7zRj8cAwCaUUsq44EQ+sW3RL/N+X7vvhGpqDMcJEELopuJdwroOO4FLKOOcZmVlpm+b+X7Nhx5pM/FolmPrlFDKuB4EgGjYMTgWAoQQutl4l7Cuw07gDkoUHgB1+4/vfNi418zNx5NOZipcnJ1QiHMLEULoZuVdwroOO4ErqCqLMPA/+tSr8vQnf3CAIDuzoiHXNTU5cdvvK4/qpqC4zCFCCN1kvEtY12EncEX2HEO6snetWs93XK9CkGdPJaRcs4QvaWwDSbqj3JtTDkJY8ynkv361CCGE/j3eJazrsBO4gqp+6oC6qk/tWlU+W6tAWORcXkAot4KWvKnbfVLx5tOPQ1hgJ0AIoZuKdwnrOuwELqCMMREFCG8aWP+VFzquYxDOGSdgXDgAp2bHNChX+PnRB23QVRnnGSKE0M3Eu4R1HXaCq0UZNzQlee+qGYM71qpUuf6XC2SICFWhjDGuaXT/rx0qFS9U/9P+q9LBZrg6AUII3WS8S1jXYSe4WpQJy5CPrfm+dbUa9TqPXhFPwWTZqxVyoalZ60a/9+lqAhCymELw8gOEELrZeJewrsNOcPUoZUK3ogAAEDQNrp4f/TwA0UiAZfn8KhYChBC6CXmXsK7DTuAOShS/z+fzy+rFYwFE8eMJA4QQunl5l7Cuw06AEEIIeci7hHUddgKEEELIQ94lrOuwEyCEEEIe8i5hXYedACGEEPKQdwnrOuwECCGEkIe8S1jXYSdACCGEPORdwroOOwFCCCHkIe8S1nXYCRBCCCEPeZewrsNOgBBCCHnIu4R1HXYChBBCyEPeJazrsBMghBBCHvIuYV2HnQAhhBDykHcJ6zrsBAghhJCHvEtY12EnQAghhDzkXcK6DjsBQggh5CHvEtZ12AkQQgghD3mXsK7DToAQQgh5yLuEdR12AoQQQshD3iWs67ATIIQQQh7yLmFdh50AIYQQ8pB3Ces67AQIIYSQh7xLWNddA52AEkWWZUVRCeXefzYIIYTQv8m7hHXdf98JuO4AAETDAZMTyrAWIIQQupF4l7Cu+287ATcMfnrLsKq57727fK2OC5IgyP0K+Zc+JYQQQsh73iWs6/7jcQLOmOLLSEvaOb1L46cqd90dAEuVVfrvfEwIIYSQ57xLWNf99+cOKDUAgkfnfVL7gVozT0FU8+FIAUIIoRuGdwnruv++ExCVO6Dt+639qw++OicNAjQTOwFCCKEbhncJ67prpBMYh+Z+VjF/tdEJAGAwRimePkAIIXRD8C5hXfffdwJKmWYZWYdXDvmy7af9R06Zv/ZohmYKrAUIIYRuBN4lrOv++07AGGXc5Irv2KYfvv6wUd2O3+9ItQI6JdgJEEIIXf+8S1jX/fedgBJqQjD190HPFn/2q+0AYFOOgwQIIYRuEN4lrOv++05AVBEAsee3D18t3WhBOphKmkxw4SKEEEI3CO8S1nXXQifgDuhxsz6qXbL2z6l4LSJCCKEbincJ67prohPYoMXN/qjuA7V+TsFOgBBC6IbiXcK67j/vBJQwC4Bs/fadyhU6rDMgQPy4jiFCCKEbhncJ67prYL+DTYOfv/NWqWiFFj/GQVjH/Q4QQgjdSLxLWNf95+MEjFHV7/P7VcKEEN5/NgghhNC/ybuEdd010AkY50IIzvFiA4QQQjce7xLWdddCJ0AIIYRuWN4lrOuwEyCEEEIe8i5hXYedACGEEPKQdwnrOuwECCGEkIe8S1jXYSdACCGEPORdwroOOwFCCCHkIe8S1nXYCRBCCCEPeZewrsNOgBBCCHnIu4R1HXYChBBCyEPeJazrsBMghBBCHvIuYV2HnQAhhBDykHcJ6zrsBAghhJCHvEtY12EnQAghhDzkXcK6DjsBQggh5CHvEtZ12AkQQgghD3mXsK7DToAQQgh5yLuEdR12AoQQQshD3iWs67ATIIQQQh7yLmFdh50AIYQQ8pB3Ces67AQIIYSQh7xLWNdhJ0AIIYQ85F3Cug47AUIIIeQh7xLWddgJEEIIIQ95l7Cuw06AEEIIeci7hHUddgKEEELIQ94lrOuwEyCEEEIe8i5hXYedACGEEPKQdwnrOuwECCGEkIe8S1jXYSdACCGEPORdwroOOwFCCCHkIe8S1nXYCRBCCCEPeZewrsNOgBBCCHnIu4R1HXYChBBCyEPeJazrsBMghBBCHvIuYV2HnQAhhBDykHcJ6zrsBAghhJCHvEtY12EnQAghhDzkXcK6DjsBQggh5CHvEtZ12AkQQgghD3mXsK7DToAQQgh5yLuEdd1N1Ako45qmaYLTS9/P+SWOOYdd5rB/w9nX4O6DXvQr8zM3/+MH8uDVIYTQjcK7hHXdTdIJKCGEETkzMzPdpzB2Qb5TxjjXbEsXQlxwpna18QAAIABJREFUEKHCNI2AZYZsM2wbjs696wWUUvWyucoN0whaum1cts/8f55PmKZu6PrZmwQVhmUIUzDyT56FCjMQDIdDAcfg2AsQQuhPvEtY190EnYBSSrkBAHTT150/6rhMAQgoinr2XqYZdtahVb+Mn7FPREyqkpzbhW2oSckpsccSN+yPX7s/ac8JPxMe1QJuWjY4hqPxS+QxVVJOpsYlnDp2SlbdeQFUJbpjpK0aO3TJEZlqnFLm2FrsloU/TlmuWCGDKX+7FghDPRm7Y+MfG3fsTfIbAmsBQghdxLuEdd2N3gkoE7puaqd3L1+5ZHyPmjUr1+04+eDxlEymCUYZY5RrAdu3YcCL0t1VeixPAkf4VcIoZcwgqTsXPd78G6np0Ee/+Lbop5PemHWcBzRFVv2KqpDs7KOKSmSV5NQIQhSVqiTnRlkl6oUBSWnO7dl/CM0+iMqy/+iRQ8tik/alyowSv3LuQM55VvqeD99oK5Xv8sTXm/eDrcs5T8cYI+Tcoynq2TimhBCFUEKIcsFz5VBl1Yo6sUOeLJCnRIdfVa5xSvWAnX5getP8dzz64YRjAEEiq38j3IWmZxwa9dJt0l1Fy9d7e/IxCAhZJX99HEII3US8S1jX3eidgGmGkb5qwhslbstbrsKDxQvd99DD9b6asPaUFdKpSik3dCtly4hnyjzZeSsF0H0K4YyqWX5manvbtukjNR5WeUEaQBAiTtgWlHLbdgBCUVtojFJuRCNBiFg2p4Ryw3IgaARMMxgNAwQhGgxpOTnNGVUJ5boFEIpCGCAEYNuCMcrDAGClj+/cRmr4Y7sNDCDqREJRS2iMUsrsUBRCvtVz5rcas3zAsuOnHJ1n1xHOVJUaTgCiIYAwQDAS0AUhhDHKRCAYAFuzHCcCYYAghG2bn2kSqqJYEetAt9pln+gyj0aipsYoY0RRDYDg4Qk1Hy/V5oe4cCRM1b9sBVTX9S09K+erNDoTAJygRv7RWQeEELopeJewrrvBO4FmGf7jMxvfXaj9lgBZ3vP9xh9ujAAEGKOUMsaFrrHYUdUKPdfvGICW4SOcUaKbdgAA7Nj3vugvNZn0mwoAIYg6jqkZPCtu756Rs9b+HJuRQXXTnzhr6cbRy+L2+nRHk4/F7fxxffyuo8cXLVrZY96mYQs2rU7RDc45oyoVti3Skw/+NG/9wFkrO/+2ftjC/bszqNDT1yxd9fXkBXU/7SW98+3TQ5b2n7Xys59WTd2bniU0XdDYTSu7TF8zaMWeX9fHLY9L850Znacqs8Naws7t4xb90W3mqt5zt0zblJThOAahpsjYtGHL5L2nDu7Z8+O8VT3nbfpuxd69smNTQiiRFQ2ihwZWLfNKzPasoGXQM12Byn4SAXNDv4ZlnvpgbkIoYtO/iniqa9qWYTWLdlkWYmqmX6WXmKWJEEI3O+8S1nU3fifwJU5vKBVqN/vYjl+GtKs5ci/oSppPZZwxpul61pZejxaoPtsHuiITSgk3rNMHNvf88beWoyaXbR0jvTb0qcHz3/9udrOxvw/YIUMgcfToEVL5to+PO3KABCBlZfkGnaQGE0afCIJ1avG0UVLT0Y981LfA29890rZP3tqfF+y+ezflXAiHq6cOrqv7RU/p5d5VYpZ8PLj/7RWGdt0ri2D60lkL3x/z6/Ptekhvjnikz5yOExe+NWLRdzvSMoVuCLprzeL24+a8/lUvqeI35bttOQi2LhOVUGbxhB0r6r/3pVT3u8bf/VK+cXupyQ8dViQlcxv4ga++7iW9P+HJVp3vajP5qZafSnX6V5+cnBkQxO9THQhsbPvUE62/3+QLRjSinnuziF82IXrwx1fLlG75w04BQXGlUsCp6ldVvmdsw/s+nutYuopjBAghdCneJazrbvBOwLjQtPTfh79XPt89JR5/rH6LQccAQCOEEMqYrmuHRjTK8/TQw1Gdq5RSSrhuZhzb8/2cFT2n/VLhgxip+Yg6E/7o88uKL3/bNCFOBTt5ysQfb63V5YVp8ceIEzm1vtZ7MXe9N3NSqgPG6TWLZxSo01lqM/HzLTyYtPb1jv2k2uOGJTDdMkTa/oGdu0qNRlWdcfCECaAlL1izf2sa4ZoWAQA7a0rfL6SW09ptFQDgRMJga9nnDqwQAFipG6dKdQdXGb77eNTUZNXHNPDtbflFL6neDx02+QCcpK1zn2n21R0fz52YHATtUL+hY26p3fm2rst+SdTl7T8Xb9InX/uFy4Wt+306wL5vX3y0ac+Vx20w2QXnB4is6ADxQ+uWq9F+RoIJFlcuN2WQUmKGwgDmlFfzFu+8Pmhp2AkQQuiSvEtY193onYBSrhlWUCQsGtb+paLSLfmLlm48aMFefyCsqaqmidmfFS/88Vz77NdcSqluWIEogBP73mf9pMY//ZgOAGGIOpZlgJY0beJ4qdqXlaYcO0ac6Km11Vr1vqXV9AkpATBPrVk47c5XOpUcsXOnPwJiz/tfDJQafx+zXzgBnpqwtmadjv/7ZukvJ4JgyGnECIdtR+OMEsI0OT1hSI8vpbcnvbPiNBj0tE85O+9fJUxXM/ct/lGqNeCZIbviwRJ+RTZsa/e8im17S++t2Ck03TCE/3j/L7+Q3p/RcaMKgSO9B46UanV7ZX6WYel64qryjXvk/XzhgkxL99MgZM5vV6bu6zP3EAhcNAGAqD4RAt+cVuWfrjlwpz8a1C89UEBVWXNg36Q3X366Ro+Zqw+dIgLPGiCE0GV4l7Cuu9E7AWOUKLIWAXFweMf61QfMmfdppXuKNZy0zx8IaJoQU969N3/TCZmOQcnZr8RE9ancydj2xif9pCbjBx/mjKqyomYRHbTEyRN+kKp/VWnysaPEiaSurXq2Exin1iycdnu1TmVHbFufGQZ5+zsd+0sNx/Y/pAUtOX77vPtrflmk5/LFp0I2U1VC5ZyLCyjXTO5LGtHzS+ntSa1Xp4MjfOd9eadcc7jv4NIJUs2cTsB9MrcDB5ZNKtuym/TZmm2Z1DAtevrYwO5fSC2ndljrh8DR3gNHSjW/qTcvLZ3r9MjSco175Pls4SKfpflYCE781rrk41XHbvWFQzq9sBMoPhGBjFktKzz0fPetGcGQQS/95Z8SrpmnD/yxbNGMmA8adJufaOoCL0JECKFL8i5hXXfjdwLGuBkGum9Wh+aPxhwC2NqxzP2P9V+VGoyaGufre1fOV3tMashk513KRxWmR7K2v/VJP6nJ+GHHNF0wxqiiinAkfdlvU/K+1OmZaccTeAjS11Vv1ft/rab/lN0JFk2/o3qn0sO3bciMgLLj3S8GSA3H9j8oAg5JPrT82RqdpE4LfjxigMVUJkxdaDx7HMPkWUnDu3eSWk754I9MCGoKZWe/d3OhhzX/keU/SbUGPDt0dyLYuqwQ08nY+Mtj7/eQms2Z7xeBoElO723/fkep/a8D9+pgHe4zaJRUs2udeelZQmdHlz2a0wls3a9YYG7o/eTTDYatPxWKmBdkPiWyakLk6LC69z/95vjDDByhXjbpKdGsMEB4XZfH7/tkSQjnEyCE0GV4l7Cuu7E7Ade4cmrnt2NXBNK3/PTlh9VnbTgWU+cuqWqPbalOyKBC09J+/uCOAvV+ORW02dlr7yhVmB7N2vZa+z5S/XGDj+Z0AlXhQchaNXtq6eqdpK/XrI/b3ParQVL97re1nDr+ZADMU6sWTLn1xc8eHLp1XWYElG1vfdpXqjsm5iDTTNPyJUwYOViq07l0zJoFJxyQt7f69Ndh+3zcEZzrlpIy64dBUs1e5Qdu2ODX/BlZ6QqljHFGsnyq6kvbOX+cVC2mYv9tey2WlSFnKVooGD+w+5D/1el166j9/qyUOT8OkWr1Ktd/3To1DOxArwHDpapf15yTlqXp7OjSMq92zf3R/Pk+x1QyaRhOzXu19CMNRm8mwfAFAwVE8WlRyFrUolzVN8dtExASV8x5SokQ+s5hNfPVGZ3iGIzgSAFCCF2Cdwnruhu8E+g6T9s8sHLuvPkL5Ml9d95ct0uV3huyIwuCmkwo45quyTu7PJurzNfrIGr55exJ+JQqTAv7drfrMjzvu1O/Py707DWPKfELE9L3fTnkW+mdoYXeG/Liz6s/+nhY8Y9nTUt1wEjbsPy3Yk16Vhq7a0tWGNTdn3QfmbvlpJFHuOBUGA49ua9Lzz63vTeiSNsRRdsPuaPFzDFHZW4JRphuaplJO9p/1i/XhyOLdRie681RrRcnn9KsgHmga8fhBd4bdl+b4YXaDC/SfmTeln2f+XbH1izb0kQwY8d7Xw3P8+7QQu2G5241+NE+q9eptkZ5hB0dNWZ8nub9Xl+S4RM6i1/1wjsDH+q6fLnftqicpVoQ2NarSq5n2m04YYRMcWZBZar4SQBCsWNez1++ybQDAgL8r1YzpLqubx1YNX/dUcmmRv7+2ocIIXQz8S5hXXdjdwLGGKXMBrDiZnVuULHjDgDQ2dntDijjtiGSp3fIU/CFCUkAAXZu9T7KhGUaQUs3Lpw+R7mwDCNkGQHLcHTNsoygpeucUcaFpgdt0zGEYDTncPu8w7mwTDP7wMBFdzHGubAsM5h9l2VYWvb2RNw0jYBlBCwjeOaPY5zZloEL2zTOHhIwNY3n/FaGYQRt087+O9ec7HuzX7/i40FIW9aw5P01RmzVAXSevd4BYSGA9KVtHytTtfsKfxQ0ovydNYt2D6qWr+pYH0A0YAlsBQgh9CfeJazrbvhOwAgVtpm2bcqwzz+ZkwIO8ynnLb5LmWaZPGP6RyWLvPj12nRqM3LuFDqhVL3UgDilVCWUEEooJYSSMz9Ds/96ZgfFPx9+7kByiUfOvjHnf+kFh6iXuuvsU5y5/dwD5jzRmepDLriXqj4agNNLP3yk5FNfLdgvdI1RxjXBlc0xDSs8XrXbDhkimvJ31ijWdF1e1adEnuc7/zJnyfLYdPvMKosIIYTO8C5hXXfjdwKW/c3ZDkeDjiCUXXTVHKXCsoyM3YM6vN550QkIir+10P91jTMi+w0I7xrduk6vOVlE41RYUZ6wfEjTOh1nJhjgUN/fXJOQC66nLuxa+5nHq7318a8J4NwEbx9CCP0z3iWs626KTsAYo6oiy5cOOkoppTwEEAwYN8uC/ZwTRTVCYYBg9vkGSrluhAFChk4VlfG/v94A5TYAAERDoZvm7UMIoX/Au4R13c3SCf4CJbLfL5Oba8F+ovh9Z/eM5owSxe/zK+TikZS/QlXZ5/P5/JepXAghdJPzLmFdh50AIYQQ8pB3Ces67AQI/RV64cRJivMoEUL/gHcJ6zrsBAj9FaFp4sx/U0o1TRM5e1YjhNBf8i5hXYed4HrHhaafS6zrEReafp4//TJc0w1D/7vbLHHOc94TV2Y3cE0w5fDq1cc0U1BKCLFte8fOLUePnQg4Jg4YIIT+Bu8S1nXYCdxA6QXLA2Rfy3D+GgPkvD8X/RyhjLHz7v0nT8kE8+/sXb3oG1OTI9ZfLjv4T1BKKb3gldM/3X/mrouP+tPL/Itfiiq+zIzTqSdTUlJSUlIzZKrr+pmv4VznZE2XclL+MqN2Q0iTzywuQSklZ1HKGCWycCBr14gPK0t3F8x7q1S774qTLGpy9fxVG8474IIXScj5j3buCGFadEe/h+8s8PSgLRAQvizFhEDs5NYPSg9+vjheB0f86VKLf/QpIoRuBt4lrOuwE7iAm6YVtnRDZK9WRJnQHcuM2Hr2QoK6YYZtMxKwoo4ZcQxb4ywnNLhhGkFTMKGHHTPsmBFbNzX2V4nCGVGZ5gTDAACBw32q5G04ISnqYiegjJumGdCFbhghx4o4ZsjS9bOvixIqNMeyooHsu7TshYq40IMBw9E5O/cyhG2ZIfvitSDPo+taxua+j0jSXQWK3F/sgcJ3Snc++cb4bSRkMkII1R2ASNy3dUs+WW1iHAQ0JXsvScp1JxiGaDQajUYjYVs720yI7BMRSBlX+4G67WclaGDldAJKKNOsUPYRYcfgZ46glDA9kPNAoXA4Egk6hqCUMcqobvK9X1bO99A3vwctTaWUMarKqgmB7f2r3/tUy+VHRdjSLlgrigvLCQdt4/w3ASF0k/MuYV2HneBqcUbVxOPx2+NPJctcY5RwnflOHziWsPbgqdMqE5yeTknefvj4qp2HVuyLX7f/xLEMInSNE8a5eiIxeVeSrKtpmw8dXx97fNPRU4lZzNT55dOdMyIzEyz1wI61y5b/vmLx+JZP5G02KemK4wREVS5y+d2NKOM6k48fT9p3WslIOblz/9E1BxJ3xp9K44ZBKaWE65ahpB8+Fr9qz5HV+5N2HM1kjqEzKvtO74pNPnhaYRpTFaJSxmnWkaOJ246knJAvt+CBbuhpa7tWyP3A8DgAAPDt7l3jLqlix5UJVtQRNPXAqhW/r/hjS+zR+DRZcEYZpZRxXU2P275u+bJly5cv//2Pzcd9tqNnR3P2Pk6nxtcuUb/DrAQdLK5SSikXlmX6E7b/vnTZsuW/bz2SppvZvYBqVlBP37tq6dLlK1Zv2Lpl4+rVW/Yk+DSdqwoPWTt7PF2w3g8nbevc+QxKZMWA0KEelfNX+nhRiggZ4ky7YJrB5OTDu2KPpSocawFCKId3Ces67ARXhTJh6GrqlN6fSY3Hf7hWBksVlrZpzo+lG3wktV+zLsNwtLQxX3eQXulf/JsJZdsPkKp3Kt1746oMoQtumCeHdu6Vu82vg8aNlmr0Lty+t/TKkIYzjqSburjcEsFUVamtsyMTWz3wQKkSj1Ss+PiDBfLmfX3K5c8dUCaE/aePJWLp4lIDEpT4qQ487uPPe93RZd5rHbrlenNE3safSU1Ht11NdIvIRNOof9GMkUXqdsnX4fsCzTtJ9Sf125NlAT+ye+5DFbo+NzY2MRoC2zQNPXpidfnXukivThx3yjQ5vdRiybqhp63rWv7eYv23Rmwl1eeAs2vYy2XLfvLLIQPA2jTyhUpPli55920Fy/bdAmFdVhTZZwDsHV79mUfyP/BYhcceLpX7tuJtpp+QLUYpZUTxiYs6AaFcN5yMrZNbPZ377kdfqvrg3bc+Uq/v0hOWrnFusORtI5s+nr/8kxUfLn2fJN1y+4Othi1I0INCESGxuHmhYl1+zxSafuFn4KMBSJvZqEjxulMP+gxLZ5RSVeVBkLeOf6OAJNUZui4VIrqCazoihBh2gvP915+Fxyjjjq6m7lyQq0nM06N2HDUAMrZ/1neoVH1gh80yMU2TZS757bcOU+INAODHpo4dKD03pNWixPSA5egpP/QfdEezblK979stOR57ZEXlWu9LrWeN3MfAZvIlIpQqshoEe12fpx4s+uncJACA4IkhVfM2nnjZcwdC40r6zp97940ZOHDggAEDBg4aNKBPj+G/7Uzy6cafawGlMtWBHujRb6RU9xvpk59jdskHFn13R4OY4l+s2GBaYZNtWTS5TIMuhYceSLUBjs6p/Fb3W5pM/zHL4Qmbm7Xq8vC3cfFK+qq1O38/wfiO2fe92+/2dqu2mfplTolkd4IK9xYfuANCwpeh2sA2flzpyVo9l6YFo7oZBAArffZ7+UoP3gsRTVZUlRjhwKF583Ycz3QAAALKrMqFCn64UIuYRCGX6ATctMSpP7pWuKdCh4U+AIhmTOnwmPTMx7/H6xCR539QKk+5QacBAE7/+lGNV976KQMg4MvwG1FnRaciRdrOTvPrxoXTHqkqUxMy5tct8kCbXxKYaXNGKaFGwEjePqtXi2otB/yyL1VzLtiIGiF08/IuYV2HneAqUcp1g/uODenUSWr3y7DjIWfnwqptOkst5s46Lls2p6oAgIA4NWvq8s7T5zXrNVqqHdNw9vETwgqaKWP79pOaDiw+YA8BEKcSFy2Y22Lm7jVJakjnl/iOSRRFAGROfLPs822mJWtgUV/W6U1fV87b5PKdQDOEL+X3PrXr1W/apEnjxo2bNGveuM4rb/dffijDtP8c1JTIVAd2oFvf4VLdntUX+IMOV4/9/nD97oU6L13kj4IS13f4SKnGgJrj/xi0aPOYlcvrte57a+tRr60UkBnX4eMv7h8dt2HrspfqfVZu+om4NTOKvN33fzG7MoXGLj2SflEnyCQB0DZ1fP7pRr2WpwfBUP0qIyfjRje9t+SgPRDRZIVyRlRimSEAvnFYp49av9/uneoPF3ljajLYTCHqRZ3A5NR0RML67q8Urb6AQjgzMZkBJE+u9kT97svjwyAPeSl3/k+XZf9bPTSj7SsPN5uTCWGaThw49F31/I36HsgQhnbRmQ+i+oUDBwc8nLdury1+zRY5C0Qzw3SiABANGPpfTgtBCN0svEtY12EnuFqUcD3ITq+Z/a30ytgOyw+sXD4tX9VvSkw8GC9rAcGplrlhwYLm/QZJ1fpW/nZp866DpZr9G805flKzgmbK2D4x0muDi01NAE5kpjnhCERt6zLzCagqUxvM3d1fzvfMu5OOULA0qvr29H35Sp2AUi7EJT6XoK5f6gr77E5AD3TrO1yq3b3pEp9f8My4hSVf7XHfV0uXkCik7/164FCpWe87XvlEeqaD9MynUo1OUv2BdX6nwI8PH9T3jm6zPxk946GGX0rdt/3289jC78QUn5hgafwyAXmuE2yHkMjMYBE4NrNRyUfqf7tRgbCmEs0yMo6ObX62E6iKKqLOidUjv3nn0arV2n3y8edtGj9RrMBbM1Kj1qU6gWC2ruwf+26Rhz5YLju66s9kATgxo3qxuh8viNMBTi1rU+qOktVavN26+SsPP/Ro3c6/6xBQszK1MGzsWS5X9S77MrVLdAJZC0Jsn7IFn/hovk+YOfdzRhRF8WVk+mX5H+0ZgRC6oXmXsK7DTnDVKKWGqZ8+vKH2W9+U6zK1Xt+RUp1xg3Zkao4uGFNilxRv/OXtr//QaXOGCdqapROlKr0bzEtIOdsJmg8qOuFY2BQqIYqq+rJn513ymYgi6wAnxtYv9Wrbmcc46KoIyAubFctz2TmGlGmm8CXP71i+4tPPV6ny3HPPVXnhxcoVytX6en5cmnmJ0e0LO0HDxT6ic9+BxaVe7X7fV0sXE4C0XV0GDpFqDmw4ZdvUTbHT1+z8acW28av2/J6sAU2cPG6U1GJA/ndGlP9oWJ5235Vq2/fWNwa2XEUuv35CznyCe4r12xLUstI4AFv9zaMlXxi25jSAofr9VNDUA982vbdE/+0Rm2RkZFIHyJovXi5Zskq7WUlBAHD49zXzNZuSAjZTVMWXrjqQ/H3NB+q1/fkoCXNCbIMcmNi8QLEaczMhkHkihQEcHffCkw37rEwMgv/33vVqt+o5fED/mN69+4z7dX2iEtKoosjcgWPj6xZ49osNGdTQLzp3QFTVCBlrO5S6q2afnYpmC04ZY4QwO8RPZ1E5Sw8ENNwQCiGUzbuEdR12gqtHiapZ4E+Y/N0gqfmgu1/rWmTgtg2njYDGOKfynrl5G/XI/9ncZQEgB5fWbtlXajio2ezjJzQrYKaMi+kvvT7kgYnxEVOofznYTFU/DYCx6suXCpf9YEUaACSPeDK39L88b049Eb7MOAHXuJp1cOXEyVOmT58+bdq0adNnTJs04ZfVB1NlTRd/GtA/c+6gR78RUt0eTZb4qc59BxaXbtCzSOdly/wBsNLnz5hQqH7Xe/rtSOBRAIhEAaLhgKVHeMrCX366vUE3qcXUQctWtu45SKrfW3pzULv1mn7lTtDtqfylRh8GgODJ1SNflqQHPx57kEOQKSIQAQAzbcY7+UqPSQIAi1MtAHT+++ULvDrygA4AsLnvw7nuKdBqZmrEpKrQLAcA9JkNyrz21VI/AER0Ydpqwsr3S9z5XIcNGgAAmdfhyXue+XxVkg2RI18/fG+JNmsAIBKNAgBEgpbOiaqoRiS45usi99Uav1/VdO3CN0nx8zAk/FSxwPM9N6dotskZpUQRNvj3z/78lVwFGg5YG69ELH75qzsQQjcR7xLWddgJXEBVwkNB39ZVv5So+ZVUY+i7i5KzwqamEso1oZ4c0eNrqXHMve8NvefLMY98PKLESz2q/xJ/QrOC1snR3XtK9WOK/nA0Yoq/s7wAURXuBFLnvvVUobty3fdAqTzNu8zr3rBg3R8SwL7sdQdcWOGLP5aQeYlCwM5cd0DjvuwxSHrp67oLfUQXWXHz73/l64KfL1kq2wbllhk/auDQO17ufk+bEcU+Gln4w2Glvpj7S6oN4azNq355qMon0pcrV2T4lo4dcfernaVGY3rFiSt0Al3L2NSzlCTdVbhMuZJ5peJPvd1nqayofkI0K7xx8AtlSxa6v2je//3vjrz577vnyVe7LjwOAM72kS8/lPu2e4uUKlWqUMOOneoWrD8+EQDSdv380ct35i9eKv89/5NyFS56//0lPvnVRww7ZB9d3r/qXVLuh594+L5b8lRq+dPGTMfgXDczf/vg1v/dkr9o0aLFij9wX95cL773w9ZMcFiWzALG4Z7P5b2/40LDMC54i2RVh8C2HpVzVe6yO53bJs9euUDlgZCya/RrhaS8TWfu8kFQc3MVKYTQdcu7hHUddgK3CEZU/6mUtGMpvnSZsjMpyDlXfenxqWmHEk7Gpmam+nypJ9NP+ghlnHOamZ5+PDUjKYv87ZPPlDLd4P5TSYdi9+3dtz9NBFhWUkomueJKvpSoF7ryuLZganp6xvGU9FQ/ZYxR1Z+Ukp6Y5pcZZ4RpBlf9vhMppw8mpcQmpOxLSIlLSk8jXAimKv4TJ9MSMxSFc+LLTEpNj0/NyvqLXKRKRnJ8/KEDsbF79+47dlKxgkFTUEKY0LJOHoyL3Rsbd+jo8fjDcXt27z+SnKEKznWunk4+Fhu7b9++2MOnOc9+B4RG/GkJh3bv2bv/0LH4o0cOxu3buy8hjVLGudB0npF4IHZf7L69+46m+jVDF8Iwkma+/lDh9ycdTjhyMPZIsv/Aok4vln3snYknw2AoPtUMioUdct86X8L5AAAgAElEQVTz4g9HjIAhct4yosgGQMqvLxUt2XjCDmoHtJxuRVVFB2Crvqn+YLkPFp8MgUlxnAAhxLATnO+//iz+RZwLw9BtQ9PFBbPshaZZhmabuqNrhiYMQzPOJLimaZahmRfPYbsySrlmmLbjOI6tCyp080+T4K4OZVzXNMs4cw0eF6ahW7oQOU/PhNBMQ7cN3TF1x9RtQ9M4o4zx7J/UOGeMC80ydMvQ/vK1cc20LNt2HMdxLFNjZyc5UKFb2b+mbVm24wRsy9A4zV4WwrQcJ+ctELplaJxSyoRmWoGcn89+RPPssD/XLcdxbMdxbEPjVCXMshInVc191ztTT/gyT5/yafzIvLZPlKvWeYUMYSGrhFLT1H9tWzBftX6xhAtKKSWqwq3o4TG1H3qk/ogDSsjJvr6AUsKMID86t3et26TSbb7f6IOgkHF5AoQQY9gJzvdffxb/LnqZS+7oeXddPKvvMof81TPRc5sLeBM99ML/vuTLpn+66/y//u1fjZ5z+XsuuveC2y7ec+HSj3fRjZRoZmB17/LFCucvVLhI0WKFc99RpGb7Hw85YKlyTi8Rhsn2961buvLgLRAQWVk8CL7VXV4tVPGTlSd1sEX2SABRuQNa3OwvWlR+Z5kfwFTUSy3QhBC6OXmXsK7DToBuZlS3I9EoQDQajQJANBQwxcXFRNihaNjWKGWcM0q47oSiYUfnF6xAQCkThhMMB3T215NFEUI3Fe8S1nXYCdBNjV64F8SlZlpQol6wP8TFfz97OyWqiucLEEIX8y5hXYedACGEEPKQdwnrOuwENwd64fdfSi+3yRJCCCF3eZewrsNO4DbOqCrLf29LPKoqfr//H8xHo0SRfX7lsisdXvogShQiNE7O/V0XQiG4RQ9CCP0LvEtY12EncBklzAiEIWJfcjuBC3+Uak4UAELm35ueTynTzEAUIGhe9OCUqIpCLtkTKOOCC1tNSPA5GqeMUmKYoaPJyRqTdV1gLUAIIY95l7Cuw07gIkoUYoG964e27/f4aX+m4+h/vrju3M9y3U6c/UX16tW/3aKZGvuLdCYqMUL2iU39W1Zo1HPWcQJn1zKmjGt2KBq2/xzwlHHd0Om+ca+ULldvwhEI8sxMxQR7e78GDxd74+ck1Qjof/XECCGErop3Ces67ATu4YwoLAjBNV89X65h7y2nQyHjssPzlBLNDh8cWum2229vs9BwzkYz59lLGnIuhOBnlzekRKE2BA7Pea+MlLvZ93tlCGgyoYxyPWT4do355NmG45MgrCvk/P34uNANdqD/K7mLvDUpJUtmlBJCKKWyGjfs5cJ53v7uJLUs7eJRCs457umHEEJu8S5hXYedwAWUMS50XdCs9EwR1Vd983ylN2N2pIWCxhXGCVRZljNPn0w+eTJTOW/Un1LKNUPnRPH7/ArlZ5cBpERV/JkZqSeTUtJ9hOWshEgINcnJtd1ezVe+dxzY6un0LPncKvu6oe8cXit/1f6H7WBI59nTEChRmQWQ+VvdQne9MyGeGxY/rxXwbP9kvgJCCKEr8C5hXYed4KpRSjUbsvaNb/+M9L98JUoUzyNJRd4YvS/dCfx5L2LGGFFkLQixP770RLG77s2dP3+hbqt0W6eKTGwI7/2+xUsNOvz0fUyd8vlu/5902xs/pCka1SwgCQt61JbuKVTwdqly27GxMjjczzVz/9gm9xXImzfXnbfefk/B+4sWvFsq3qDL7/FWxFRVoul0ces8eT9froVMfv5MRqL4jTBs6VH6nic/3+oXuuCMMaoq1AZt18T690slPpx5nIL9N/ZqRAghdGXeJazrsBNcJUqEGeEn531U9raKrdacAoDAuh4vVmrRZ3ta+ArnDhjnhhGwzeUf5snTcalwdCrLxAJ737TPn5Yk6cEP5xzT4OCoUvfe+vaMdFMXlFGiWgB88aeVa9SJ2cEgKGRCGdVsCMjb+71e4MmhSQAOE7quCc4YJUx32MJP8uRrv0LT9ItWGaaqKgKR3UNK3ftYny2yoYvsyRBm1No/u3ftwtLD7ScdSLecS3YahBBC/4R3Ces67ARXhVJmONbpHWMbl3ukzzYALYuD/UfXKs+06Ls9LRS8QidglFKN00Uf5M7zxTJh53SC0KHJ7xYp/Py3OxSIGtxKGVsvf7VB2w1do5QoPh4Gef5HlWrV67fzTCcgTAtqaRt7N8tfYeBRCPEsOfurPSWqsEJ7hr2Ut8GIJP7nbYgoUTUzsrnTffe2mnhS1zV65tfRTCcMEA1YGvdoHwWEELq5eJewrsNOcFUoE45FD81o+WDBiuMPgaNmCght6Pnic2/12Z4WCuXMJ6Cq7Pf5ZYVQfv6hTBds8YWdIHzox5aFn6w7fqcKtuDG8WE18r4ydFdOJ/CLKCgLPqpUq+65TkC5HjIyNvVtnr98/yMQ1vxK9ikCShTdiSz8pMi9b4zL4volO4EV2vBpwTxV+mwyDD0n/jkjikoUX5aiqJe+thEhhNA/413Cug47wVWhlFsBEb/08xcKPTM5EcSptAjYy7+q9FijvrsysscJKOd6CAAgGgjoZ1YT5FT1+/2q7J/XOneezxbKXPVlZqkWhA9NaFn4iTrjd6ngaNxMHFEzb/UhOw1Dp1T1pcsWZMxu/2yN2r03+0BXs1TKKNfDevrGXq8VenZ0Mtj+1DNzDImq2eH1vR7P91LMAZGzy/F5CCW6wZa+f9/d9YYfNowz4wSEWkFToQHbsMw/bwaEEELon/MuYV2HneCqUMqMoJm2b1ydXCU/W6IDwOklg1+8Tcr9xg+HMh1Hp0wI4o9fPvqbL/qPmbntZNgSKqGUEDMUjAIA7PyqcOGY3QAQsUzdgNCRSe898HSDn3YTcAQ3kkbXK1R7+C5DE0wTThAAYN1XtVu8PSIeAMBknBOmhUz/jtGNcj3UepUNEA1FogHT4ERVuRHInPZmnjLt1/vNi7/xU1VlDhweWz7PEzE7FV0XjDFKFG6C/9Csbu/VbtFvUaKPWRrDWoAQQlfJu4R1HXaCq0SZMC3l4A/tH5fuKVe/+TM1GrV799nHy7zVd/PJQMig3NT9yavekSQp9xNvTEyC8P+1d+7RcRT3np+7h7s3ezfJJfeSwNmbsyeb3L0b7OTgjbK5gSQXQkgISzaPE+IQRBJijMPDBG4whoAhiRxsg99vwNgGAsg2Ng/5hY2NbbCxZOSXxpaxJGNJfkia7q5+Tc9To9o/Rhr1THdXV4+6Zzyj7+f8js6ou7rqV9VV9ftOdU+30tPbp8bp8Ven/OL/fes73x33Dxf97We+dO3VP7rlgfrjlPY3zv75xZd+e/neCE3qqnHiT+P+4cuPvBtL9osfHVhyz1XX3nj9uM//1//0j2Ouuua71zz0/IfnZENT1KghHHl5wuWhT/zPG356/ZU33r/w3VNGSpdEWTfa133vv33qupVhGpUF84t9RYGk44enf+uTX370iKwM/u5AEohBlUMrbx0bCv33O3YcEwYSqs1rAgEAAHghuAjrO9AEI4UQWY9qpLt5/dNLZz8xY82+k31nmt99f//pPl1XZVlRiNDVtPHldZt2HDuj6SqRJFGJJjob1z67+Mm585evfPnllUvmzFq8Yl1jZzoVPduye/3Gt4+dIYamyGrfke3rth3qVvUYOde+85WZs2YvfnrlC88//9zSubNmrdvbHZF1VSayFtXUrg9eX7Zk0YI5s5as2X78nGaohBBZS6iH//Rvn/jcXU16RhUGVYEiCz2RBO1789uX/dN1T+/XNEMd3C71nlcpTW6568rPXHHfzq5ExsBDDgEAYKQEF2F9B5rABwiRFS0+QCmldCCuadFYKpkYfiWBoicppZl0XJcJkRVFlomkJ9MDee00kE7qkki0WHJgIG0MLtqr8f6BTFwjhCialixo2YGEqmZ/GkCILGfLH6CUZpJDh8uKohvdB+/56t9/aco7aRoXIpKsSEKPSqn0xk++8Jl//8sHPfHo4A2IUkSI0kzP9sU3fyJ08c1LdpzPpHSsEgAAwIgJLsL6DjSBPxAiiYIoCIIoEUIkKS+aEkkUBFHM20QkURQEMUt2LxlMKw6/xzj7nzkTMXeIlPc6RSKJgiiKYkE5shpP9R1cet3nPnP9My00pZw7J6do96sTvhr655+/cUzKxDRCSPZeghRV9y742XfG/HDBTlGSIgQ/RgQAAD8ILsL6DjRB9aPpel93R8dZQVOzSxrS+VPt7WcETVfN9x6qmtx35nRXd8RIpw0VdxcCAIA/BBdhfQeaYDSgaFEjqimDUZ7Iqh41dMvvE4msaLquazKeXggAAP4RXIT1HWgCAAAAIECCi7C+A00wyim8REBw0QAAAHwluAjrO9AEgSBJomC3AE+IKNjczE9ESRT9CMWESHb5DxZh2SGJRFFNdxISRZFlWZYgCwAAwDeCi7C+A03gN4osiSSa6KfJWMGNekQiajRJ0ylDJXm/GVD0VLI/pcuSPCIIIZqeyCSShpIf1AlR1Gg62Z/UzEUQUY6mtYggRwf/V1QjIqmaIhi6Ko3QFwAAAIMEF2F9B5rAZyRRiqbk8L61S3Yf7Ja03NuHiESiCa37xNvPbnmruUdPqIOPA1JUVeo7uWXnq1tPSXG1+GcEESJrUb375J76Pe8c7dXNekTVNOFcuGHn6zs75YSavYGQSJKSUE+9ueGJO7ce1lSVSESLx84f2Tj92YVrOiNGTMOzCQAAwBeCi7C+A03gKyQiaDTa9dod834/Y9cxog7d3E9EUU0nhMNzV02+fc075+SoJhNCJEEUJEU53/nO1Bm/+UOTQKPE9orDYB6SGBEFQRQFURDyl/cJEfsighaPHtk1Z/y8WW90xgd0IhJZJlJEFIimdn/YcO+MO2ccUbJFEElU48bxHXVXznhi1cE2XVUIIYqqRiItTy+974crXjokGf2qlH85g0iS4HBhAgAAgCPBRVjfgSbwEamPGFTrWLr8D5O2va+k0nEle42AiESnemT3m7NvWvnyiSQdUCWRSKISzSQzdICmydE5i++fcUikOhEcLuUTWYkaKZoeGEhlaHogY+jK0EIAIUTW4jSZoZSeO7h68jOLtnTHMjqRJElUjExygFIa79k3ffHUheGsJhAlJaV3vP6buX9+5vhZmowPFiFJipGhUtNji+78/ZZDES2lDS9bECIrRqx/IB7T8LxjAADwQnAR1negCfyCSKKcyGiHt/9lwtIX9/alE0NPBiZEjsb1s62v/P7JP65uT2UMKSKKopakndvuWzblp3Mf+PnsO787a8pTByMZ3XadgEiKniJn3tsx/wdP3V+7cOr42ffcufG9TtGIqUSS1bimnvnguR/Pvq920UM3PXHr955esaNLT2uioMb72xvuWPz7n82bMv7JO66bPW1ZizSgS70ROd7f8/qquyeub+rVE+anFYqiYCQyJ/Y8+aM5szaeJvFo9nXJhKhGTDjd8NrDE9dsOBTJxBTr7YoAAADsCS7C+g40gT8QSVQMKrc1/HbpQ08fPk9jUWnwNj2iaPFo74n5q+66Z9sxmoiJQkRQ4wOdb/9u7q23vbn/aOdHh1oaps6774mDwoCTJlBj6d5j7+x8eub+0x1nTncfXX/77Nvu3hbuUxJxTTnbuOSGmZNnvH/69Pm2bVtn/3r54q2d0VTUSLQ13P7Ur+7aeri1+9SB5rX3zZ+6sEWmunCexOm5tybNeHxJa5cajebdj0jEiJqiZ96e/NS9D7/XKkVjanYZIhrtObXrwUevHjN77msd0YwuCdAEAADAR3AR1negCfyASIIap6R11XOP3f7mXqE/qUvikCJQk1qkefPMG5et/TCdjEpCRCRGUtmxdsrNL29ql5IDyZTW0/TEgnv/cpB5PwEhsqrHjZgqiXpM3FL/Hze/vLlNjMfI8cWLJ01+pyMVjaUz/R2Nz0xavmDT6RhNR9588d5b1r1zTk5mUmnS9c60BQ/Mb1GoJkS0fvXoqvELFjSc7otFtfyXGhBRVPv7u156bvK9r+3vUpI5yUCI2NvX0yMIIpEVWw8BAADYEVyE9R1oAh+QiBKPG60HVj703JI9fTSlCuLwPf9RoXvXnxdPfelUJq2JoiQJJDpAmusW3Hb3lnCvEo/qat+Z9/+y8HdmTUAIkYhkuo9QUQiRZelQ07oH5tVe/9Tvf/Cnm3+yZsdpKaa2199Sd9fiY7G4LKrxWOu+5ZOWz2/o6qdk75Qnf/3AO6ckNapH9fMdb09bOGV+izKgRYhB23bPuvGZZY1nlISu5GsQIopqMtP96ur7b1q1qU00jOHHFyiaqmkq9AAAAHgjuAjrO9AEI4UQouixaNf+J1b/edaRXhpTIkPf9YmsxOSz6195eMI7H1JDFSQiy5JAohn18KyFt9//1rHzsqFrutKz97F5v3vioDB4jyGRNT2Wiqf6DV3J5q8Z6rlDzy6/dczchWuO9VBKG9+YdtsrG9ukhH761Ql/uWdZa1wTBSOZ+PD9Zbctmb+xK03V/Y/O/s3Du08LRNejhti5bcq8KQvCyoAWkaL01L55P549a9PpiBFVresEydTpV1bdM/75re1iLKcJVFVRNSOq6DFNwc0EAADAT3AR1negCUYIkdVoJtbz9hsz71/bKNH48Oo/IbFEorNx4W+WvNmRNIbu1ieiqCQzZ/769F0T1+4TUpT2S/s2PvrNPz0473CkXyeCRBRVPtt14sCxA7vbPhKILBPFiKvtLat+8afHnj9DKaVpue2FVXeNr992SopHyd5H/zxx+gcypTQjHV227DffWLRyV6dBB04tnz/xroajeobSZM/2Vx+4avrjK46TjCr0av3xYy+OnztrXUevHtXzn6skRYhB5cMzFt1177bD57WELhMiE1nRNal79/5XV+z+oEvAW5QBAMADwUVY34EmGCGqrkrv7Zxz+8Kn3pNpXIqI2c2EKGq0I7zmzpn3v9IZN0yBl0iSGtWOvzf/e9Pu++Pm9S+8s+iepx676alJjzVGaJT0RqRYSt62Zsr/nnDFPy99vUtQo4os64bWvb9u0R03PLd64/tbZ61dMHH6Dd9/eWubEEuoXRtevv+bdU+sen/t/NcW/rZu0v99en5Dh04T8gdvz/j2tCmz3l6/cvvCu2c+/JO5v3vyEKG6eF6KUuGDx+bdPXHbQUnRNfPVA0kUoqnEh+tunTVj1YnueFyXCSGEKFpcPhd+dukPL5n26OKDXTSmRrBWAAAAfAQXYX0HmmBEKIqmiOe3b1++/MBHhkHEoScCE0JUzTiy97nZO5t7VVJ4zZ5oae2jLTteeOzFOY+uXbXrrH648eU32qSERkSJaFH5xJFtz77xzOrDpwSiqjKRZDWhRE4eeWPaK4sef3HGlO0fNB/a8vrBg6cFzdBUrffgyg3LHl4988md+1q72t56f/OBc3pM1ZJK2+tbVz36wuzHNryy76x8YH/95lNKUiOiKJJE8szumd98cu7uc6quDN4ioMhSn6DSeM/6l6fcsKr+mBBLDj6DmQiinEzHu4+t+sGfH195XKSGwni2EgAAADPBRVjfgSYYMYqaTA30xzRS8IoAQoxEZiBpWNfZFZmIREslM5RSmskkVSkay6R1WSKykn2egZEa6KcDRu7JyLIkK1o0RQfoAKU0ZUSNVNqIaUr2W7wx0E8ppTQZi6paMp6KqYRklUdqgFJK+/sTKjFimexDiBSZiJLSTz5asuz2n2/YpyYSqizLMhEFOU4H9PDq2pmPLQ33xIwoIUSWZYkoMT2m9r378FOTbl7+YpOSiBM8nwAAAHgJLsL6DjSBD0iSYP8WRMn2LYiDO0VRiIhCRBRFQqT89yISafABxgW5RURBEIWIJEmSKOZyJpIgChFRECRJIpIoDa9W5IqQCoogoqimSPfbD86adMdbB3RVlSQlGiOnwi/9vO7+aTuPRqMxjQzmr+lab/db0+fde/er7x74qEsy8CRDAADwQHAR1negCUYrRFQN42xb41utHymKQoii6eTMR4feOhTulvW4SoZ/TqkqfT0n9h060hOnmahCIAgAAMALwUVY34EmGL0QQnQjmTH0oX9lTY9nEnFdJlL+g4kU1UjFExoRROgBAADwSHAR1negCUY1JO/JSLJMiERs38LktB0AAIALwUVY34EmAAAAAAIkuAjrO6NDExBJFEXTXXmmPaqCl/wBAAAIjuAirO9UvyYgsqxGU5RSmknHdTn/FT5qQtbUTEwVJecMAAAAgOIJLsL6TtVrAkVTyfkTu19csGjZ+m2HzippLXdHvaKq5977w+SHNh7X0xpunwMAABAEwUVY36lyTUBkxYhK7buW/PJrYy773NgfTtseG0hIg/Ff0aOnVt9z5ac/+dW6kxrVhUiBKpCEvr5eASsIAAAARkBwEdZ3qlwTyLJMZFnWKKX9jctu/fdxt29Vab/cN7gooMQoVTfc/7/+8d+mfqhQTYwMCwAiybH+AUozBtYPAAAAFE9wEdZ3ql8TyDIR+6QoFfcsGn/d5T/bcJYOaH2D9w8QoqhRtW3T+P/xTzcubs9kFEEg2SOIliIHX3rogcmvNMuaqpbVfwAAABVMcBHWd0aFJpAENU3l3fN/esMVv94SoTHx3NAVAULUaEI++/rdYz71fx45kh7QBUEiRBIkIyOtGf/5vw2FxkwPG7qGtQIAAADFEVyE9Z3RoAlkSZTjNHHir/d+9jNX/rEpQ2mCkMFH9RCiJNLy8dfuv/Kyb6w+TTNKryDJhMiqLrTue3vb1i3vHT+rKIpbCQAAAIA9wUVY3xkVmkCWZVkmfYIoHX7t3u9/7tKfzGzqTqR0IhFCJMXIRDt2P3bNf/niI3tiNCZGRCLLMiGKkcoMUJqOaeX2HAAAQAUTXIT1nVGhCYgkqklKDjz/y198674XDvSc6ToXkVUlu0uJZfT2nY98/T//64M7VBqXIrkfJSqqoqiaikUCAAAAxRNchPWd0aAJiCSoKartXfSzb/zr+Nf6KE0MP9CQyGoyQQ6vrv2Xy76+sp1m1D5BkmWZyLIu9b7/Sv3u02cFXDsAAABQNMFFWN8ZLZogTdV3F970nTE3v9lL+9Xe3HMLJVVP652b7rvusqsWdNF+pVeQZJmIES1B3/3zlz8WCn3s1/VGVMf7fwAAABRHcBHWd0aFJhAjJEbJnkU/u+7y8a+fp5mh3yISQlQtJrf+9VuXXXLjSx00ofSKRJZlRRb7hDjt31l72d9/8tfrotAEAAAAiiW4COs71a8JiCzL6gCltPnZ2mvG1r4p0oySfWYRkdUkzfRu/sXlF185vcUYUMTsTxSJKOiUqgc2PfK1v7v4lpeOR/FbRAAAAMUSXIT1nSrXBERWdE3qOrxpyUMTv/O1r3xr4kt9A7knE6m6fuylB6+/9JLrXjga7VfFrFCQBKKn+/bN/mnN577+/fErj8Q0FfcTAAAAKJbgIqzvVL8miOrk9P7V9/7wxzc9NPf14yI1SEQi2dclamrTktvvmfZ2N03KfZI8+EMEQU3Q0+sf+Y8X93alKDUkvPAAAABA8QQXYX2nyjWBLMtEVlQjQymlNB03FFHKvSuZyHKcUppJqRGRmJYCiCRF0/2UGmKkNyKWxWkAAADVQnAR1neqXxPIskwkMdLX2xuJiBLJvwwgCX19EdGyEqAQMdKHtycDAAAYOcFFWN8ZFZoAAAAAKBfBRVjfgSYAAAAAAiS4COs70AQAAABAgAQXYX0ncE0AAAAAgIoAmgAAAAAAlEITAAAAACALNAEAAAAAKIUmAAAAAEAWaAIAAAAAUApNAAAAAIAsgWsCA1zwBHf2AQAAVBDQBACaAAAAAKXQBMCAJgAAAEAphSYABjQBAAAASmllaYJJkyaNJI11F0+GwcFZulMyH6sT3NkHAABQQZRNEzRs3Oopbo0wgtru4svzVLg5fIqn7CF4qsYfv6EJAAAAlIbyaIKGjVs5NcEkN7ymsU3PdKEYTeBUuwugOjYEd/YBAABUEGXQBNmQmbMdO3e1trY6hSt2hLPuZaQv2MUdO901gaZpLeHjO3buKqgaj8PsvQFUx4bgzj4AAIAKopyaoLm5ubm5ORtK9+7dyxP5io6Lua/UnDmbcNEEmqbt2bMnK26am5tbwsdLoAlGUB0bgjv7AAAAKogL4tpBc3Nzw8attqsFuVBnuzxenCZwWpB3wEUTZEVAc3OzU+0usOrYENzZBwAAUEFcEPcYapqW/Z7tFPwMh+/E1iDqFB0LtniJmi6aILvOoWmabdUuvOrYENzZBwAAUEFcKL9FzEZW63b+IOr02Sk37m/VLprASc24OuC60eqY00LCSBYJDGgCAAAAlNILRBP4sk7AqQlcA60Fz+sEDDir4/Tt33YhgZ2Gh+DOPgAAgArigtAEI7+fwOkLtHmLde3dNqUFz/cTMOCpjlOlbA/3Xh0bgjv7AAAAKogyawJffnfA/12Z53u2BW+/O2DnxVOdAvcY1wWKqo4NwZ19AAAAFUSZNUHRzyewxkjbCGpNw1/EEN6eT8BM6KE6toldEzCKYBDc2QcAAFBBXBDXDkB5Ce7sAwAAqCCgCQA0AQAAAEqhCYABTQAAAIBSCk0ADGgCAAAAlNISaAJZS3WeM4KwRx+f2SclAsocVkozn8qVL6yfOOnezdv2HTvZG5ztbWy9976HVr6wvux1hwVkwc1pAFQxgWsCRUt1nTdgMH577vl1t02460c/Hh+c3TbhrueeX1f2msKCs+DmNACqmNJoghgMBoOV0oKb0wCoYgLXBFt2NMNgMFiJLbg5DYAqJnBNQAUBBoPBSm0AAO9AE8BgsGo0AIB3yqMJ0p2dx+6++/C117aOG9c6btzha689dued6c7O8s8jMBisOgwA4J0yaIKepUsbv/Ql42Mfo6FQzoy/+7umsWN7Fi0q/1QCg8GqwAAA3im1JuhZs+bYJZeY1YDZWj/1qTMrVpR/NoHBYJVuAADvlFQTpFOU+qIAABTUSURBVDs7G7/8ZRoK0U2b6K5d9NvfHlQDY8fSPXvopk00FDowdmyyo6P8EwoMBqtoAwB4p6SaIPzb3xpZEfDSS5RS+uGH9LOfpZdcQltaKKV040YaCiVCoaO/+lX5JxQYDFbRBgDwTkk1QfPVVw8uDFx0Ed2xg1JK9++n+/ZRSmlTE/34x7N7j159dfknFBgMVtEGAPBOSTXB4eyFg6x9/ON0+/bBNPv25QQBDYXCY8eWf0IpsdXX0lBt+d0oRTVDNBSidU3ldwZW3QYA8E5JNcGhMWOGNcFFF9G1awfT7NpFTT9DaPniF01H1TvckDiONvkydzTRcZbMSx+xbDVB3TiWUBjc20THOTjMPnwkzVVk+9TTUIjWB+ZMIPWFVawBALxT2nWCa64ZjrsvvkjTaXr0KG1qopTSt96iF12U3XX4qqvsB3ltiI6r83vuGEmQ88+KXycosf8jKK6pzj8lV5a6wyrKAADeKakmOPqrXyWyguCpp2g6Tdvb6Ve+Qq+4gra10XSaPv88DYWSodDh8ePtB3meJmii40K0tj4vQd04Oq5u6PuoaYFh+LtpvWUxwCmu1NPQONqUTV9r+Tc/q+FwbkmWXS23/3JcsERh0QT1tcPVqasrXCCpr6Xjalk5DB4u0NqQXVOYGsSauX0FmQ431Zl2WQsyH1tbqA+GJRHDn/zSa+sKncnV1/HUOOUMq0YDAHinpJog2dFxYOxYGgrRLVvozp3Dv0X87nfpsWP03XdpKPTB5ZfHw2H7QV6wTlBfaxPD6oc+5ILBcDLz2nXuM0MTWCJKYYCxrloXJGNognxNY7tOYNYEuYoP6p7cXufvytkE5pyb6iwpHTJ3rKBzcU1NeUVbg65ZB7A1gY0/+c3VVEdr6wudyZNQDqfGJmdYlRoAwDulfmbRmRUr2i6+2OmZRR2f/OTpOXMcB3nhtQNLSDDP/vWWZMPfI4dyy8UVmzsV6i2Cw/RvYUTJeVLP+wW0QAS4aoJcdXLRlFMTuAQ/h8wdK8i5XG936wC/JrCtrM21FTtNwDo1djn7G4dgF44BALxThmcbn5kx48CYMYm/+RtzJE6GQh+MGXN62jTWILfeT1DwPXIwPFgCUjb8140rVCHW75rDxtQEtZbLFoNbuDVBQegKThPklvTtlYFD5o4VZGoC9uWDkWgCe2VjpwlYpwaaYDQZAMA75XkHUrKj4+gttxy88spDn//84S984eCVVx4aPz5x8qTLILe5x3Boom+qK1zYt9UErnElL+eq0AS54ux/UuGfJsi7SuL3OgE0AcyrAQC8U1HvSrb93UEu3g9HArtrB/V868/DxtQEBZchirt2UEpNkDWbyMrO3FpB5+LygnH5rh2wTg00wWgyAIB3Kl8TDK5X295sKFDBcpeZ+T41VpBjagLWjWz5kcbxHkOzk9l7Gkw38eXdRcihCQq+GeeKHldH62pZyxuOkZJ5j6FtcWbBkV2WYGgC67UetiYoLLd+eNHCfJ+m6z2G0ASjxwAA3ql8TWAOooNW8JijWoddpmBTcJ+BzTd+6wIA47eIpmSM3yIOX30fR+tqi9UE5nzsfouYe3Sg/S0FjEhpW0Hn4swtmf3JH0sT5Ofjuk5QkH8u6hdk4vpbRGiC0WMAAO9UlCawN+syte/Py4PBYJVmAADvVL4msF41hyaAwWAAAO9UuibIv3hs3ghNAIONZgMAeKfSNQEMBoPZGQDAO9AEMBisGg0A4B1oAhgMVo0GAPAONAEMBqtGAwB4B5oABoNVowEAvANNAIPBqtEAAN6BJoDBYNVoAADvQBPAYLBqNACAd6AJYDBYNRoAwDuVpAnSZ87E29uN1lajtTXe3p7q7i7/vMNnm1dM3ry3tXdv/YMr7N4oCIPBfDcAgHcqQxMM9PXFT540wuGcRcNhPRw2Tp4c6Osr/+zDtJMbpk8YkgKbV9wyb0Nj2V2CwarfAADeqQRNEIkkOjqMcDgWDsfD4Vg4HBuSBVo4HGtvH4hEmDk01kwMXTr1ll6XghprJob4AjZ/SoEKjb+cNd28Zd6s8SfLPl3CYFVvAADvVIAmSJ85kxMEiXA4EQ7HTUsFWjic7Opyy6TxendNMCLr3Vu/yk4lWBcGzMsGMBgsKAMAeKcCNEFukSARDieHNEHMpAli7e1umQSuCRwuCrROmHqtZVUgcGdgMFiAcxoA1UsFaILYiRPsdQL9xAnbA3v31l86MRSaGKqZNZ4dhjevuCU0MRSaeMXJvC1XvLFhemhiKDQxZL4hoCBlrpSs5SsD2/BvIxR699ZfasoTBoON1AAA3qkATWCcOBENh3OyIJ5/P4GzJmidMHXs5r2tVBBObpjOcT9BQahunTD10zWzplNB6N1bf0Xe4TZB3WGdgFcTwGAwnw0A4J0K0ATx9nY9HI6afnRgXiRQw+FYW5v1qN699dcP39zHs1xv1QS5fwsO59cEuHYAg5XJAADeqQBNkOru1sLhrCzIWU4QqOFwsrPTetSFoQlwjyEMViYDAHinAjTBQCQS6+gYvEwwpAZygiDW3u7wiILGmomfzl472LzilqFrB401ppsD8m2kmiCb7XsbXswXH/gtIgxWDgMAeKcCNAEVhIG+PuPkSS1fDahuzyzK3f03YcXjQ1LAXhMM3TmYvSFxem7LpVNv6RVaJ0z9dO42Q2tKS1mFmZ/cMD23VGD+bHEV9xjCYP4ZAMA7laEJspbs6jLa2rTjx7Xjx422NttLBhemzZt1bfbZxtfnrxmYrPXBWZNxkwEM5psBALxTSZqgqq3xSdxkAIP5aAAA70ATwGCwajQAgHegCWAwWDUaAMA70AQwGKwaDQDgHWgCGAxWjQYA8A40AQwGq0YDAHgneE0AAAAAgEoAmgAAAAAAlEITAAAAACALNAEAAAAAKIUmAAAAAEAWaAIAAAAAUApNAAAAAIAs0AQAAAAAoBSaAAAAAABZoAkAAAAAQCk0AQAAAACyQBMAAAAAgNJSaoKamhrbz37l6SkZ40BPiTnh99MJ312qMiqiQdhOlv0sB1eca85lP32+j1Bzetciip7HqhXfa1oRTXeBOFlmTcAeJ66jLruRJ4IW7OKPuL6cpyLGPNsHp4owpqfiEDjeL8eThhPGnMvTEy5AijinjC0jKdpTn3dKXHAgZ8fjqUiNw1g252zdyOnASErnqYhTs9gWwT6cp3RXP0dIiUe9FUY788CfYdmp4Z4fSkb51wmcOjrjcOuBjJTWoeh0oNUHv4YcY8zz9AmeujMqVSxCw+SayQ3skc+TxgM8zudOKPfsIDRMLthsdrlljksNXBPwVop9jnj6fNFF+5LMmpjxmfvseCiRf4B4gnFeCrZ4qov1WFvPCzJh1IvRkUbeVYYow6jPYlvxgrblqWauGbl7YGXMDyWjRJrAqXPz7/IrB0Zi/tI5se2C7BKZfbcwDQ22P5VtdqAjiFJ2CA2Ta+a0mDa0zKmpyd/Cosgx72VWKkyf2+K5VIsP/Gn4i7M9xOlw12z5E9g2nY+tZM2KMVpdt3MeS5mTgHWjrcNVMOptG4HytS1/znZUxvxQMsqsCWxnRv7PuU7Dbkf+luUp3StWb72WyKgRc3ZomVMzuaElJ4JznVxomDy5oWFOTU3NkCI2KeXB7m3aMnicS5qWOXnDaGicOflgm2FeBTlHCKM9C30p2DRYqGlI539hGDrEPOadfG6Zk9vaMMc6n5hPvWstavJHhzVxQBRRlusY4TmPruXa9W37se/Vf5rfyNYcrK661oiRhp3eqY6MdrA7qlJHfY1Dt7eeFEYj26Zk/JvndcGmC2l+KCWl0AS5s+V6Chnnj3G+Oc66o3qw9j/+3sZJTf645awju+41vLNDTf7gzn4WGiabu6xpT/YY0+DPGw3sNHnTQ26YsXzIG0kOE4QrxY15U5G5IZ1XAdNXhVwCp0YoaI+agjHPPEc2brM7TBHw9GpzoU4pXZvadjTZ+mP7r5N7Tgmo2zBxpSATdhMVlznbPbMDub9Opds2iCXzSh31nk4r/3nhOAsVMD+UksA1Aedsktte0DMYQ9SpBTnLsk3A89krBX4y3LOtr+3ExD87mHpf7t/8wVg4IuyS8aQxFzec3sGHgs35BXga8EWO+WEPHJb+hj0cSuDUCPkZ5E0MXnoX3znlhR1UbBPbbnfawjmseLJ1HciMssylFD1IGQWZd/Fge6xTKbblMqadah311tZjNILtFieqY34oMeW/n8C80XUWKBii5s+uI9MpGc9ZGfl0k/vM0xSuJeb8Z05MBb05N5LzO29hn89LZl0/c0xTMGcMFmDvg/WunhrTdxjbSllPrrk9mSk9jfncKl9N4Zh3aASnqcDaFQuw7rWtoFNiHng6m223ZBfq2uY1zoPO2izWo2y322Zi/VsETg6w83QtjtEmjKwYJ91ca+cmreBRz9MITtW3dq2CvuGcsmLmh9JQHk1gu4Uyh415e8EUwB51Tnk6JXbtap5g+0aZXdbWhwJ/mI6VenYYyticv/PsUNRNSpztmY+HtcGavAW/EY15hvM8FWR85odnIHjdyMjK6zDnzI1Riu2E4BVGy7gWzcjTaaQzHMgdaB3mVT/qfen5VT8/lIALVxM4RUTbxOYPjJnFabxx+mxNwD/Le51G2dMc9+zguIo4vN23VcShdA3mxJyriLx4mrWdakhtZz6b7wMjWhu07cNOnZC7LsO7+PseT87s8ei00XXu5tnIP0KdJgGnwTLCVmK4avXWWqjtsWx/OPdW5ai37UucZ9A2E9stFT0/lIayaQJq18VdO71Tv2EU5Dot8pTllIDznDE8dPWKs+nsyLvTp+BGF1Pn9eluo+F05oHP8iF//XFyg+AyTmzrW8yYN90glDfmc9sGq1HwRYGnEfLqa3XMU0hgJObse7lCXacbdjdzdZIxiIor2jZBQXVcHfDUSk7eOrnK77ZTRVyzdUrGLLryRr1rxalbT86dKUabOzddxcwPpaGcmoBaGsJpKNrmYzspsMeh7Wjn6W1OXvGcQkYdC/Lk+Wxbd4e9LXNqaubMGbr+5Xx/Ua6P5ycrGOo8aSy30Dj6kJ8h94UE11Ng1yDW65gFgt+0HDjInBb7C4r2jWA6dHJDg809SeyzyVk1T3td03C0G69L/KXwF22boGAo2e7l981TGmtKfrfN/1pnA3a2truqctSPvLfbJqua+aFklFkT0Hwtz+701HmEcA4qT74VfaBTGsaMVlAF22RFzg5FLNCPBP6rZ0VhO+YZ+FYwP/lLhbZuuJ5uxkbXXQVpip5MbTc6dUun1ubZyDnQbAtiT6YjqTvbDZ6jGH4WZMLwfPSMenZ7Fn0qq2N+KCXl1wSue3NpnKYS9lzAnlgZre+Lz65pvB5r9dm5r5dhdhAaJueLYN988BR1SkreEujwOqHrwM4l8NoDvfY9njnROrjY/nPOZTzZFtFKRdSIXYRrnp5Kt/7rVCIjT2sjuPpAKa3oUc9oWGsb2h5ru92zH/4y4vmhxOBdyVVMaWeH7LJZ4bJYOb61lJxiroIAEAgY9RcclTU/QBMAAAAAgFJoAgAAAABkgSYAAAAAAKXQBAAAAADIAk0AAAAAAEqhCQAAAACQBZoAAAAAAJRCEwAAAAAgCzQBAAAAACgtjSZgP7GyNI9vHGEp1sN5tvhSNKdLNV4ebj/Cskqfm+/1YmRYREflcc/2fBXtJAAABEGJNAH/v0Xk6Tp3e0rsWpzTRqeozF+6p2jk1IzmDzw4pXStPg+CYP8gT0aGPJX1iqc8+bdb25zfhyIOYSTj7DBOuwAAIEulagL+A4uYWNmZMCKrbYkFxxbhm5PDRWTFTsYRDlts3vSZR97bxM1v+3CF4cbIIxl/njweFmTC457X88VI4NTxGMeymxcAALJU8LUDTxMx/xScm2e9umo7EVun7xHW3SmHgvz5nbTuYnzwwrAm4HTA1iV/e4vTaa3hCJnFtapTAk+HFCS2nnR25tZ/i25GAEB1U8HrBCPxgZHANqXtrMoZ7Hkm9yIwO8wZL/mjWkGwMe3NLQO0zKmZ3NCSe+FXLvpnE5jeBJb/fjS2k0XE4xFiG1B5dIMrrqXwe+X0r1Pfs6a3Os8oHQAwaql4TcA5g7MTU/v4x+WzdYJmHOvkJKMWjIne9l+n9mREAi9tYtYENbmAb3pFuM21A4bbts5wbvQFX3LmOemUr69ac2Nk7tTlrOlt/QEAgAIq8toBz0xakNh2u5OT1gSMslwnaM6Jm+2ebQKGG2wfGG3llj5PEwwvAQz/564JiugAI4lh1lKc2sG1o9p6y+5d7F7BOJBnizlzziYqbsQBAEYJZXg+gV9TEo8mYEyXTocXETzYZeXS8MQYa4lOztseyBOf2Nm6HeiDJuDcwh+VeeBvLrZvjDSM5vWqJDiTOWkChuCAIAAAMKgSTeAaQV03etIEjBwKDneahRmzNsMNaprWOYMcT6Byirvl1QSMBEXAGW4ps8X40xehCYrw0KoJ2FEfmgAAwOZCvHbAOXONZP5lHOUp/FvjAWdUdi0liKDiNYHvmsDTiWAfZd7rNXJT55NFLWeB0VGdsmVsZ2zhT1DgEo8aMB/ITgMAGM1ciOsEnmZ5Hp3BOZt7nfoL4opXTWArKRg+u8ZvT55wFmrZXmpNwGii3EavmoCdp2uJDG+dtnvVBPy9iDqfbgAA8MqFqAlGnqY4TcCZ2Cn0Ok3QjGMZHnqK365qwClPawI3UcWvCejg7xGHEvF4VVwo9dRbimtYdp6uuzxpAk+nj79HUawTAADcuBA1Af8UzznBFR1I+HNgROXivtXxJ2AsGHDm6SQF+J1xhTMEFnx2wqtv/L3FVue5uu26i1/cuOKUDzQBAGDkBK4JeKY5p6jAyJMnf6c8naZXtv+MjbZ7C5IxfOYp0WsCT9sZeGqrIvwpziXXnBnpGb2luJQ8NbI9y66eu+bj1C1HfsoAAKMTvCsZAAAAAJRCEwAAAAAgCzQBAAAAACiFJgAAAABAFmgCAAAAAFAKTQAAAACALNAEAAAAAKAUmgAAAAAAWaAJAAAAAEApNAEAAAAAskATAAAAAIBSaAIAAAAAZIEmAAAAAACl0AQAAAAAyAJNAAAAAABKoQkAAAAAkAWaAAAAAACUUvr/AWiki1NXWyDqAAAAAElFTkSuQmCC" 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下面先不看看其他网友给的答案:

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" 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" alt="" />

网友大部分回答不能一起定义,那么我们来分析下为什么这样做是错的,然后给出相应的解决办法。

重现问题

先来说说为什么调用出错,我在自己的浏览器里重现了问题,处于实验并未全部复原代码,并且用到了全局变量哦:

function Dialog(){

    Dialog.prototype = {
init:function(){
console.log("ok");
}
}
} var a = new Dialog();
a.init();

下面是火狐提示的错误:

aaarticlea/png;base64,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" alt="" />

分析问题

init不是一个方法,这是为什么呢,我们将调用代码修改下,出于演示,并未遵循JsLint代码规范:

var a = new Dialog();
typeof a.init;

aaarticlea/png;base64,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" alt="" />

结果显示为undefined,也就是init没有被定义,或者说在求值过程中未找到init标识符的值,这是因为在调用函数时函数里面的内容才会被解析执行,所以在调用new Dialog(),时其内部的代码尚未执行,所以设置Dialog的原型的语句尚未执行,通过这个例子可以看出绑定this的prototype的过程是在执行构造函数内部代码之前,可以用下面的代码来解释下:

function Dialog(){
var that = Object.create(Object.getPrototypeOf(this)); Dialog.prototype = {}
}

“巧妙解决”

很明显获取原型时尚未设置原型,但当我们再次调用new 时情况将发生改变:

var a = new Dialog();
var b = new Dialog();
typeof b.init;

aaarticlea/png;base64,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" alt="" />

在此调用时奇迹发生了,我们看到第二次调用时成功获取了值,只有第一次时值是未获去,那我们是不是可以改造下我们的dialog函数呢:

function Dialog(){

    Dialog.prototype = {
init:function(){
console.log("ok");
}
}
}
new Dialog(); var a = new Dialog();
typeof a.init;

我们只需先调用下构造函数便解决了问题,如果你觉得上面的代码还是有悖于封装我们可以再做改变:

var Dialog = (function(){
function Dialog(){ Dialog.prototype = {
init:function(){
console.log("ok");
}
}
} new Dialog(); return Dialog;
}());

问题中的问题

上面真的解决问题了吗,你难道没有疑问呢,如果你已经看出问题所在在了,那你也一定能想出解决办法,而且你应该是一个高手,那么让我们看看这样巧妙的解决办法有什么问题,为此我们来构造下面的代码:

var a = new Dialog();
typeof a instanceof Dialog;

也许你会问为什么会这样写,也许下面的结果更让你吃惊:

aaarticlea/png;base64,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" alt="" />

结果为false,为什么我的a不是Dialog的实例呢,我的a明明是Dialog创建的,要想搞清这个问题我们先得说清楚 instanceof关键字的工作原理,当我们调用类似a instanceof Dialog 这样的语句时,解释器是怎么判断a是Dialog创建的对象的呢,原来解释器是判断a的原型是否为Dialog的prototype属性所指向的对象也就是说如果a的原型和Dialog的prorotype属性指向同一个对象就认为a是Dialog的对象,当然在判断时并不是至判断a的的原型,而是判断原型链中的每个对象,例如:

var a = [];

a instanceof Array;
a instanceof Object;

上面的两条语句都会返回true,因为a的原型链中包含这两个对象。

而上面我们的代码为什么结果为false呢,那是因为当我们每次调用Dialog构造函数时都会在内部重写Dialog的原型,而已经创建的对象的原型会指向原来的原型对象,解释器在判断两个对象是否相等时,要判断两个对象是否引用同一块地址,而不是两个对象是否有相同的属性和方法,所以上面出现false的原因就很清楚了,所以上面的解决办法就出现问题了,而且是很大的问题。显然这种方法行不通。

看清本质

那我们有没有办法解决问题呢,让我们先来看看作者想要实现什么,作者想要实现的封装,也就是构造函数和构造函数的原型分开写的问题,作者想把他们写到一起,作者认为这才是封装,那么我们先来看下封装是什么,作者对封装的理解是否有误:

封装,1、在程序上,隐藏对象的属性和实现细节,仅对外公开接口,控制在程序中属性的读和修改的访问级别;将抽象得到的数据和行为(或功能)相结合,形成一个有机的整体,也就是将数据与操作数据的源代码进行有机的结合,形成“类”,其中数据和函数都是类的成员。

上面是对封装的解释,可以看出这跟作者描述的封装并不是一个意思,作者此处所想表达的实际上是更好的代码结构。

建议

既然清楚了作者的意思,来看下解决办法,如何将构造函数的定义和原型的定义写到一起呢,看下我给出的解决办法:

var Dialog = (function(){
function Dialog(){ } Dialog.prototype = {
init:function(){
console.log("ok");
}
} return Dialog;
}()); var a = new Dialog();
a instanceof Dialog;

aaarticlea/png;base64,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" alt="" />

好了问题解决了,结果正确了,而且我们也得到了比较清晰的代码结构。

 
 
 
标签: javascript封装

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